{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "以前分享过一个截面网格划分的函数，那里我对不同截面类型进行了分类，进而划分截面，后面觉得这种办法太笨拙了，于是趁着闲暇时间重写了，今天初步完成了大体的框架，重写后的版本完全是面向对象的，虽然我对象不在我身边，但是我一直贯彻面向对象编程的思想。话不多说，看看最新的版本吧。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "最新版本我直接依赖 gmsh库和shapely写的，这两个库如果没有就用 pip 安装一下。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Looking in indexes: https://pypi.tuna.tsinghua.edu.cn/simple\n",
      "Requirement already satisfied: shapely in d:\\academicsoftinstall\\anaconda3\\lib\\site-packages (1.8.2)\n",
      "Looking in indexes: https://pypi.tuna.tsinghua.edu.cn/simple\n",
      "Requirement already satisfied: gmsh in d:\\academicsoftinstall\\anaconda3\\lib\\site-packages (4.10.5)\n"
     ]
    }
   ],
   "source": [
    "! pip install shapely\n",
    "! pip install gmsh"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "新的版本只有一套接口，原则上任何截面都可以通过这套接口实现划分。这些接口我接下来会描述。\n",
    "今天太晚了，我只介绍一个箱型截面例子，其余截面例子可照猫画虎，如果有时间我后面再补充。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# RC截面"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 混凝土区域"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "首先导入截面划分类SecMesh，一个用来偏移封闭线圈的函数offset。\n",
    "其中 SecMesh 中 sec_name 就是你给截面起的名。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [],
   "source": [
    "from SecMeshV2 import offset, SecMesh\n",
    "sec = SecMesh(sec_name='小yan的截面')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "接下来定义外轮廓线以及两个开口的坐标点列表，只用输一些角点坐标就可以了。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "outlines = [(-4, 4), (-2, 4), (-2, 2), (2, 2), (2, 4), (4, 4),\n",
    "            (4, -4), (2, -4), (2, -2), (-2, -2), (-2, -4), (-4, -4)]\n",
    "hole1 = [(-3, 1), (-2, 1), (-2, -1), (-3, -1)]\n",
    "hole2 = [(3, 1), (2, 1), (2, -1), (3, -1)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "我们用 offset 函数来获得保护层的内边界线。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [],
   "source": [
    "cover_lines = offset(outlines, d=0.1)   # d 保护层厚度"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "接下来提供了一个 add_polygon 函数来生成平面，mesh_size是对该平面想要划分的网格尺寸，holes是内部包含的开口，注意即便只有一个开口也要用列表包括起来。\n",
    "由于保护层和核心区一般要用不同的材料模型，所以我们要分开生成，因此我们也可以指定不同的网格尺寸。\n",
    "保护层的对象可以按下述生成，外轮廓线减去保护层内边界不就是保护层区域么，所以开口就是保护层内边界："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [],
   "source": [
    "cover_obj = sec.add_polygon(outlines, mesh_size=0.3, holes=[cover_lines])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "核心区的则用下述方式生成，注意是保护层内边界减去内部的两个开口。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [],
   "source": [
    "core_obj = sec.add_polygon(cover_lines, mesh_size=0.5, holes=[hole1, hole2])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "因为我们后面要转换成ops命令，因此，接下来必须用如下的命令对不同的对象进行分组。\n",
    "传进去一个字典，来对上面生成的 cover_obj 和 core_obj 命名。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<SecMeshV2.SecMesh at 0x1f81aac73a0>"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sec.assign_group({\"cover\": cover_obj, \"core\": core_obj})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "接下来，我们要指定 ops 材料号，这里我只作为演示随便取了，在实际建模时你应该和具体的材料模型对应起来。\n",
    "利用上面定义好的名字来输入两个材料号1和2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<SecMeshV2.SecMesh at 0x1f81aac73a0>"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sec.assign_group_mat({\"cover\": 1, \"core\": 2})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "你也可以指定画图要显示的颜色。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<SecMeshV2.SecMesh at 0x1f81aac73a0>"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sec.assign_group_color({\"cover\": \"#34bf49\", \"core\": \"#0099e5\"})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 钢筋"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "接下来处理钢筋，我们可以先用 offset 函数偏移轮廓线来获得钢筋线，这是因为一般我们的钢筋都是沿着轮廓线布置的。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {},
   "outputs": [],
   "source": [
    "dia = 0.08\n",
    "rebar_outlines = offset(outlines, d=0.1 + dia / 2)   # 偏移保护层厚度加钢筋半径\n",
    "rebar_hole1 = offset(hole1, d=-(0.1 + dia / 2))   # 向外偏移应为负\n",
    "rebar_hole2 = offset(hole2, d=-(0.1 + dia / 2))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "当然你也可以指定任意的线段，只用输入拐点就可以了。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [],
   "source": [
    "rebar_lines = [(-1, -1), (-1, 1), (1,1)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "我提供了 add_rebar_line 钢筋线命令来生成钢筋点。gap是间距，会自动剖分，color是画图时显示的颜色，matTag是ops材料号。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [],
   "source": [
    "sec.add_rebar_line(points=rebar_outlines, dia=dia, gap=0.3, color='k', matTag=3)\n",
    "sec.add_rebar_line(points=rebar_hole1, dia=dia, gap=0.3, color='k', matTag=3)\n",
    "sec.add_rebar_line(points=rebar_hole2, dia=dia, gap=0.3, color='k', matTag=3)\n",
    "sec.add_rebar_line(points=rebar_lines, dia=dia, gap=0.3, color='k', matTag=3)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## mesh"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "以上相当于准备，现在就是划分了，因为前面指定了网格尺寸，这里直接划分就行了。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [],
   "source": [
    "sec.mesh()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "划分完了也可以中心化和转动截面"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [],
   "source": [
    "sec.centring()\n",
    "sec.rotate(45)   # 正值顺时针转动，其实转动时会先自动中心化截面"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 可视化"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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RSCQXESnEEolEIpFcRKQQSyRXOU1t7XzjX//7Yi9DIrlqkUIskVzFDFhtfOsn/0tjSztPv/z3i70cieSqRAqxRHKVMmC18cUf/Bu2uH5UnZsdBw5IMZZILgJSiCWSq5AxEe5Kaacv3wICmjZVSDGWSC4CF8yPWCKRXBpMFOGeRe3oug0AuA1ujxjv8LR75N67Lt4iJZKrCCnEEslVxFQRxgXmE1EIh4K+3Ygj1i7FWCK5wEghlkiuEsZFOKkdl8tF4mvZYFeoKyvC0tzAwqGbCAg24Da56M3sZPuBA4AUY4nkfCPviCWSq4Cm1nYe/tYPGRoaxlQZiqkjhIHkXgatA5w++Bat9VUc2vkqTqMbW3IfQfXhuB0qr+8+wN2PfutiL18iuaKRQiyRXOEMWG18/UceP+Ge5a0031eOZXkzIRWRtEXNA4SnXXg6msEATI1htG6uovm+cnoXtgNIAy6J5DwihVgiuYIZsNr44vf/DbfOzWByP0MZA2h7AojdlU5jRD7F8+8n6GvPkHvtjfAPL/N6wefR2AKI3ZYFCtjm9aIqqrSmlkjOI1KIJZIrlDER7kptwxk+gqqoaLvOivDJtFsBUFIXkLn4WlAUXHrjZDEG6dokkZxnpBBLJFcgE0W4Z1EHqCAcYpoIA7gVLahn+/oS43HXJinGEsmHjhRiieQKY5oIA4pdg6nVPE2EAVxCyyQlZrIYC5cAtxRjieR8Id2XJJIriEkinNNF2MF4AluDEU4Fm948TYQBXIqCmCLEcFaMN595jKS/5OE2uhiKttK6ppYd+z1tpGuTRPLBkTtiieQKYcBq49Hv/BSbcwhTVSiJWzMJ6DfQUdfIzi0vs7vJ5rOfC+3UDfHZOr2RrQu+hFsoqE6BfjiAmD2puLyuTQ9+7Tvn8YkkkqsDKcQSyRXAgNXGw9/6IY6RUUaj7HSuaaT9pnq0/QEUl5dj72yCbT8H1cfOV6PBrxIDrprjbHnhKY5s24Jq09B8XwWtd1XSP8+CfXiEZ175+/l7MInkKkAKsURymTN2HA3Q9EAZlrVNuDXuccMs6/qvQEgUrH0IhPAxgsbn0fQ4J7bBYC+dTXWMdoyQ9Oc83AY3Awu7UBU32/cfkGIskXwA5B2xRHIZM/FO2FQRBoChOpioY4m0mjM8d8JpwDV3+h9Eo5l5knWPENB4mvjQIAKDQgCV2G1ZtN9RBVqV1lX1bPfeGX/6nrs+jMeSSK4qpBBLJJcpU62jTRVhaLsCiDyWCEC0tZHNJ3+JzRBGecxyWiNyz2l8jcvB0ro3iB2ox3XbXZTHXEOFa5ikngqMNiux27JwG9wEdBtp3FTBdm+iCCnGEsm5IYVYIrkM8eWihJvx4+jEvioOZN3LqNZAdsdxFjW/wzX1O3HoTTSasylJWAkavc+xwwaaWN64G8PIAP2BMezLuZ/+wFgA1pW/SEdwIsXxa7i96HHAib7bgC3fLcVYInmfSCGWSC4zpoqwpl9P+OFYhCpo8PoJmyqs5HUc5XDGXZxK2cCplA0oLgdpljOk95SQUViIqtFiCYynOGENAPnN+8mwnAFVpTFyHkXxq3FrJ4t1oL2b40k3TXJtCmwyox6AwexeKcYSyftAqD6sKC81li1bph4/fvxiL0MiueiMiXBvaA+aYQ3aAT24YNg6SJ8xkiMrvgJA8GAnN1S8xLYlX/U7VnR/HVmdp4iwNqFxO7EHhHA6YS1t4dm+O7jd3HnqV2xZ+o3xosChLm4u/SNugAAXYlQBjYoYVYgMD+WJ//j+h/fwEslljhDihKqqy6aWS6tpieQyobahmYe/9UPsQyPouw04wobpWtFMn6WLN//6DEf+9HNoOAOANTAagUrwkMXveJ3mNA5l3c2AKQqXUHALjX8RBsIHWz3hMCcwaIpk64IvgdDg0qs031dO55pGbOl9dPX0yQhcEskckEIskVwGDFht/PN//gqA5o9W0PLRSgYyeog8lEwDwaguJzgd0NU43qffFEVe+9GZB3Y5MA92srPgc+hcI1xT/4bfpvG9VQwFhEwfQm9kW+A1NBwpIfLvqThi7PRe24aqc/P6XhkOUyKZDXlHLJFc4gxYbXzxB//GUJgNzbAWNcA9KYtS3ZJbQBvtCdaxeNN4v9MJa7i++rUZx76ubjv9QbE49EHszHuY24oeJykomabIedPaxg420xaUPH2QoX7cv/kURaPDDA70ka9bRfsdVbiCR7GHDbHjwAFAhsOUSPwhd8QSySXMmAh3pbRjj7aian2kMlQUWP8obPi8589e+oITEKqLwOFe34O7XET3N/Beyi2et3oj72bcyZKG3QTZu6c1N9r7qIlZPH0cjQ4MgQDUJa8ez9pkDx8ioNcoE0VIJLMghVgiuUSZKMI9i9pRhnWobtVnKkN/WI0R5Lb5Pp5e3LCbIWMYg4aw8bKu0DSqoxdzQ/mLKG7n2cZuN4rqYjjAPH2gABN8dyd84y+om789nrXJ2GhGN6STWZskklmQQiyRXIJMFWEAfXcAuv6AOYswQFHcKuL6a3zWJfVV8F7yhmnlJUlrGTKEsq78xfGymIE6XBqd/4nC4iHvehBi3LVJGdUihjVobBopxhLJDMg7YonkEmNchJPbGTHaiduegWZAh1AFLpQ5izB4driK24nBYWVYHzxentt8AIfORF9QvM9+e7I/zu1Fv2Nh0zucTlpHXF8NNr2P3fAENE472e3vkdhfg3FkABVPXOv4rdmoGhUUFafeyeu7D1BSUcPPv/etOT+HRHIlI4VYIrmEqGts5ls//T9UoWKqCMVoDGY4cJjBlnaqOvvouOun5zzmoCGMnLajnE5ZP16WbSnkaNom/500GnblP8StRU/REZRI9GAL9aGTQ2RqHHZyO46S0F+LwWEFwG4IpcWcSX3kfCJsLSxo3o/W5cBlGqFrdQOGtiBMHUHUNbby5Euv8tn77z7n55FIrjSkEEsklwgDVhvf+un/AdC7rJ3B9D60vQHEvJnG27uewTk6SnRHHRn3fYOixLXYjBFzGrck9jqWNr41LsSpnYW4FC0doRkz9nPogzmWdivLa7cjgOawXAoa9xA/UEeAw5PbeMgQRmNYDg0R87EbJu+YFze9gyUwnhMpt3B70eNEHkyh/Y4qbPk9xG/JYseeQyiKIq2pJVc9UoglkkuAseNoVVHpK7AwmNV31jo6Mp+g0Aj6LO1Y069FAdaVvYBAxWqIpDj+Oiyh6X7Hbg/PQlu3Hb1jCIfeREHrIU57w1rOhOJ2oneNAAJFdbK+7I8MmSKoD8ujIWo+w/rpPsUTCRts41DGXeN3xrcXPT6etWk42oauP0C6NkkkSCGWSC46Ew2zTPUhuIyj01yUbrm7hhJdAs0FH+GQt1+QvZuc9vdYXr8TrcvBcEAwVZELqY1aPC214ZDBTHbHUboCE0F10xhVMH0hbjcxA3WkdZcQaW1C4xrFqTPQZ4wkYqgdhOBg+mbfltPTxnKicY3SG5wAgKvmOFteeJLo8FCWuW9jYGk7ka2JNN1WwQ5vbGopxpKrFSnEEslFZKp1tKnGjDIqprkotYdnkT3cRfOEvjZjBCfSNgKgHx0io/ME2ZZTFLQcZFRnoCkkk9KkNbg0esqil7Og9QApPRWUxy4fH8M82EG65TSxA/XoR4dwa3T0mKI5nHob3aGpAMxv2INWEViCEri55Fl2530KuzGMmUjoq8alDThbcGIbDPbSOdjLaIeD0FPxMCrOWlNLMZZcxUghlkguEr5clBiFsBPx01yUyuJXsbH4Kb9jOXQmyhKupyzhenA7SbUUk9FdRHrhY7g1OjoDE9CPDqEKgdblYEPJsxhH+kBosBrCKIm7lsbwedN20gBmu4V+fShFiWtxKVo2lP6RPXmfwGaK9Lue5J4KeozRZwvWPQJt1ZC6kD0r/4nbix5HqC40PXpc4Q4pxpKrGinEEslFYJIIF7QTVBJOSFU4wq3QGJ47zUXJoQ8CBIH2bgZnM9JStNTHLKI+ZhGoKjH9teR0nkSgIlSVlN4K6sNyKY9b7jcn8USCnDY6zGkAlMavwiW03FT2PO/kfowBb57iqYTbWjiWOuEZEnLh268C4ILxFIrxOzNQDS7ceheDITZe332AlvZOvv/VR2ddl0RypSADekgkF5gBq41Hv/NTbM5BTDVmEl/OxVwRgWZIR1N4DifSb/PZb9AQSoal8NwmE4KOkFRMI/24hBaX0KAftTEcEDInEQbQOYfpM8WMv6+IW0Fx4vWsK/8LYdaW6R3cbrQuB5bQNL9juvRGXl/wBdxCwaUKbMn9EKDiCnVwqqiC373w13N7TonkMkYKsURyARmw2nj4Wz/EMTKKM9xB9/IW2tfXYalpYdufn+T4m38Ht9tn35rIBST4iZLlF7eTjSVP49ToOZxxBy5tAO+m38mCpr3cVPocWufwrEMobid9gTGTympilnI6aR1rKl8mYqBxUl1s/yxRuLyM6gN5veALKA4dpoYwuq5vpnVTDaPhI+zed4RnXvn7uTypRHLZIoVYIrlAjB1HAzQ9UEbnugZGjaPE7kqnoqkd5+AAFL4B/R0++9dHFKB3DPkV6mm4nWwsfoZRjYG38j+FJTgFjctBV2gaWxd+mVFNAJvOPE6ypWjWoZxaw/T1RC/kZMoGVle9Skzv2S8Iyb2l9Bmi5rTEMdcmjS2AuNc8uZBtqb24jW627z8gxVhyVSDviCWSC8DZO+E2TBUei+OJLkrdm28B2z9D+jIIi/M9iEaDS6Mjtr+G9rCsGecTbicbi5/GoTPydt4nx/sD4/7E+3PuI6qvjutqt5HZdZr9WfdME1zF5QBvqEpfNEXOw6VouLZ2G8fSbqUtPIdIawsnk270vziXi5iBepJ6SomwdxIwOgioaO0aYrdm0b6xhtDTMTTeWcF2rwHXp++5a8bnlUguZ6QQSyTnmYki3FPQgakidHoqQ4B/fn3WsbpMcWR0Fc0oxIrbyS3FTzGiC2RP3icm1bm0BmL7a8b9iC3e3fGa6lfYdOZxTiWvn5SLOLq/AedENyQftIbnclToWFG7jRMuJzrnMO3h2d4JXaT0lBDXW0X4cDdapx1QcWkCGDBGUhc+j9bQTOL7qog48zq2kiYSnNmguNEMamncJMVYcuUjhVgiOY9MEuFFHWj6taBC3K50Gs4hi9IYZfErub7qFb/1itvJLUVPMaIPYk/eg9Pq+/WhxFgbJwf00GjYn3M/Mb01rKjbTpalkP1ZH8WpNRBpbZqULMIf7WEZHE/dyPK67QDcdvp3aLxRuRw6E32mGEpjltMWlsmIPmha/9SiP7Fr25/B6WBwoI+C69YSUhxFz9oWKcaSKx4pxBLJeWKqCOOC0GNxCLfHNCOxt4KgUSslcSvpDk6c05j9QbEoqhOt045Ta5xUp7gcbCx+GntACO/kPuCzf5s5g8zuMz7rOsIy2BryZdZWvezdHW8Y9yGeiH50iOj+eqJszUTYOzAM96Oorkltuk2xHEu7Dbd2dsvsMGsrWtxgDAZrN3XJq1kABLaE4DwzgsvopHNxC9v2HMA2OMxXH/rYrGNKJJcTQlXVi72GWVm2bJl6/Pjxi70MiWTOjIlwb0QXjAgCek3gEAgELqEgELw57xEWNu0hxtaEqqp0hqZRHLdyVj/hjUVPUhsxn8r4a8fLxkR4MMDMvtyP++2rcdjZVPwHti352oxzxPZWsbxuBxq3E1uAGZfWgGmkH8XtBMClDcCmC6ErKIHG8DysgZ7gHXcU/paiuFUsaNlHR2gGR9Nvn/WzWlf+Z2y6YN4LXwrtNZC7moCRATYVP4kbINCJcAlwCcSowuoVi/iHz3xy1nElkksNIcQJVVWXTS2XO2KJ5EOmua2Dr/3wvwAIGDUxEmOnt6ADzVt6mgNiqFzzdW4teoLEvgqOZt0FQPBgJ0ua3uamsudxK1oaw3Mpj7sOh840bfwmcybJfZXjQqw4HWwseYrBgDD25c68W3TpjSiq22N5rfh3mmgPy+KMYzWLm/YSNNJPtTmdpqSb6AvyY0jmRbhGqY9aQFNkPhuLn2J96R95K/dBUHz/qlFcDkIGO3ln0T0ev+YwT37kEYOZrQu+xO1Fj+NSnLTfWQlA1N5kDh4tJDQkWEbgklwxSPclieRDZMBq4x9++nMAmu6poPmeSnrzOtHtMfDOay9Q+cJ/wXtbaAjLJa27ZLyfNTCafbkfZ+uSr/NeykZirE3ceuYJbj3zBNmtR8Z3ogDlCddhGu4FPCJ8a/FT2Azhs4rwGG6Njkhr84xtkjsLWdh8gP3Z9+FSNLSb02cV4ai+WlyaAFAUXBo92xd+EVUo3Hbm8fF8xVOZ13KI4YBgn8FFJro2xW7zGKf151lQtW52HDjA0y//fU7PK5Fc6kghlkg+JMaOo+2BgzhDHaB3j1tHNwcmo7q996hD/ZTGrcI03OfTJ7gjLIPd8x5my9JvUB6zjIzuIu449Rs2lDxLUlcJLqEDoRBhbebW4iexGiPYn3P/nNdp1wURM1Drtz7ZcobFTXs5mH0P3SFJFMVfz4ra12f1X87qPEVPcPyksrfzPkm7OY2bi58m3If4p3YXczx5g98xp4qxI8YOKjTdXCXFWHLFII+mJZIPgYmGWdg0aJ3aSS5K5Wm3QlAWDHTCtfd6d4064vqqaRtz9fFBXcwS6mKWgMvFvJb9LGzZx+KG3WhUF2sqXqIrJJkD2fee01o7A+OJHmyjxEddoqWYxY17OJR597gBWV3sUnItJ1nWuIvjqRv9jhtm76Qw8YZp5SfSNtFtOsH1la9wOnkd9VELAYjp8wQB6Q5JnnG9U/MZu8yjBJdEyEQRkisGuSOWSD4gU62jtYM6nMI53U94/jpYef/43Wx7cBJZXYVzm0SjoSR5Ha8v/BJvzv/MeHGYrZWV1a9hHvQdjcsXDZEFBA73TCtPtJSytPEtDmV+hC7zZHF8O+fjJHSXE2Tv9juu1jlCix//5vqYpezPvocFje+wuPEtABa0HKA+LG9Oa564MxZWHUGt5rMpFOXOWHKZI4VYIvkATHNRAnRDegJbzNNSGU6lOHEtoba2c5vQ7ebGihfpC4rDpWh4J+djCLeTtRUvccepX3NN3Q7PkfcM9AfForick8oSustZ2riLw5l30mVOmdbHoQ+iPnIe11f9zeeYZls7LkXr1ygLoDc4kZ0FnyWxp5wby57HNNxHUdK62Z/Zi6vmOFteeJIj2/4OgwJcTBLjp/762pzHkkguJeTRtETyPpkowrbYAaLeTiKg24RwKvQZo2YN1jEcYAYhCBnsYGBKUgWfuN3cXPoso1oD7+Q+wPqy50jtKuGQ92g61NrCoua9rC/9I25F57W8vtan5TVCYBruY8gQSlxPBcvqd3I44w46zf4zJp1O2UBS4W/IaT1CxQTXKYCsjvfm9AwOfRDHkzZwbZ0nitidhb9GZaYgmmcp3P8mDYO9dA72Yh+0kvRSHqrGc2/tcqtsf+sgt65dRXxM9CwjSSSXFlKIJZL3QXltPd/5j1+jChVTeRjGGjOjwSPgVM4pYla/MYqcjuO85yf14ThuNzeVP49A5a38TwFQF5ZPtuUERXjiOvcFJ7DXG00rtreK+a2HSLOcYVRnpDaigMrYZbi91smjOiOx/TUMDYWwvO4NjqbfQWdoxqzrPZj5UdZWvERd1IJJAh892EppzIoZ+0ZYG1letxOda4Ty2GvI6jzF1iVfn3XOcWI3onn+H0kNVAgMNtP0QBkA2l49CW9l8uVP3C9FWHJZIoVYIjlHBqw2vvMfvwagd2k7g+l9aPsCUJ5WKK1rpG/TdXMeqzh+FdfVbpu13Q1VfyXAaWfHvM+Ol9VFFTC/5YDP9u1hWePxqFM6C8nrOE5O+zGGA0KoilpEb0AEaV3FBA33cjT9NtrDZhdhgL6gOLqDE7i++lXenhDHWuscpjki12ef4CEL19W+jsExQFX0YsoS1wAeK2u9w4bDR8hLX5jNoay7aR2jgQ7cwnO0PlGE1113zZzGkUguNS74HbEQwiSEqBNCqEKI31zo+SWSD8LYcbSqqPQuaWcwuw9TTQhxu9I5/u5++sqPw4vfmfN43SHJKO5RT3pDP6yqfpUge49HhL0ZlADcGj1OTQCxPVUzztEQvYidBZ9ly6KvUh+WS17HMeIG6gixd9FrisGhNc49tSJwMONuAu09JPSUA2Ac7kdFmZa5yTjcz41lL3Bj2QtYAuPYuvAr4yIMYDNGktf67pzmNNvaWVf+AvZEKxqNYCC1R4qw5IrhYuyIfwxEXoR5JZIPxKRUhjWhOMKG0XYFEHEiAYC4uHga+rswpC9k+BzGHdaHkNV5nJIJIjXGirrthNta2VbwxUkiPEa7OY3cjmO0h8+cFhEAjYaKhJXURxawsfgpFNWFzj3Cquq/o7iduDQ6BkxRtAan0hyey3BAiN9xTqRsYGn9LlpCM8luP4bNdDYsp350iBV1Owi3NtNpTmHPoq/6XHtDWC7ZlhOcnmXZE0W4e3UziX/NxZ5okyIsuWK4oEIshFgCfAP4J+DnF3JuieSDMNU62lQRBqpK7K50GiLySOqppOPLf6Wg9m1ShltQTv6SflM0p5LWMRAYO+PYVVGLyO08MU2IlzTsJqa3hu0Lv+BTyAAqY5ayruLFuT+Iy8XNpc9SF72ISFsz3cYoTs+7BfAYe2V0FpLZdYb8tsOAikMXSE9gHC2hmbSFZuL2WkW3ROSR336UlXWvEzLURW1EAYrLwTUNu4jtraYvMIbXF30Jl4+IWWPUR873e7Q+xiQRXtOMsSEYFJWEtzOkCEuuGC6YEAshNMAfgJ3Aq0ghllwm+HJRwgXRe9LGXZTi+usxD3ZSlHsXRUCgvZt5bYdZW/kyApWuwDhOJa3HbgybNn5d5EIWNO8Ht3Pc/aegeT+J3aXsnP/ZGcXMaooCVZ3zXeutpU/RFxjHmaQbSOguY3HTO+M70r7gBE4EJ5xt7M0lnORtt6xuJ26hYDeE0haczMmkG1ld9SqgYh7u4o7Cxxg0hPFGwWfntBaXNgCXoiPM2kLvxHm9TBVhAHN5JMKp8OVPSxGWXDlcyB3xN4Fc4KMXcE6J5AMxVYT1nQGEnIpBICZZR1tCksnueI8Or9HToDGCY97MQ6G2Nua1H2ZD2Z9QhUJ7cAqnk2/CoQ/0TKLR4NQZSLUUUx+ziJy2o6R1nmLXvIfPtpkBqymaec0HOJU+s6X22oq/4EbhQObdALSE5bC0/k00TjuuKSkVx9bVELWAhqgF40V6h5WsjpPEDdST3lU0nv4wvqeCIxmb6QjLnHW9E+kOTiCv7QjvBn8USvbCnqfg+gcxZy7ixvIXADC2BZH4Ui64QaiCh++9Q4qw5IriggixECIN+Ffgx6qq1gshUi/EvBLJB2HAauPz3/0pg2IIU53ZcxyNinAp2ALMk1yUaiMWcF3tVp/j9AXFccgrflH99eS3H2Vj0R9wa3Q0hWZyOmkdjSGZZPQUoaCS23qYt/M/6fEzngM1EfMpaDvEqRnaLKrfRfBQFzsWPHo265KiYAuMZkHj3llFfAyHPpiSpLWUsJZQawtrK19GUV1YTVGsqNsBddAXFEt15CJaQzNnzPAEUBdRwLKGnZ43r/wYWisQzSWsu/dBVFSaH/AYhEnDLMmVzIXaEf8OqAP+d64dhBCPAo8CJCfPHItWIvmwGbDaePhbPwTAHeNkILkPh9lO1JspNEXlcmqK329XcKInQ5LL5fc+F8BiTmWfORXcbuL7KsntOM6dhY/h1AagHx2iYGgv+3I+hm2WnMQTaYyYx+LGt/2mNkzpLCS5p4y38h8a9yMeozx6GUsad88o4r4w2XtYW/kyZ5JuIK/9GPUR86iNWYJxuJ95zftY0vgW19TtwB4QQn14HrXRi6dZVYPH2EzjGvV8bgtvhtYKUuPjcBlHETpPrnQpwpIrnfMuxEKITwA3A2tUVR2daz9VVZ8AngBYtmyZep6WJ5FMY+w4GqDpY2WggLYrAO0f9Wzb+TvU8AT4l9VgmrBjVRRG9EFkdJ6iJm5a3u/pKAqt4bm0hueC28268hfQjw6hqG5W1O+gKH41reE5c1uwouDQmUjuLqZxwjEyQJi1hUVNezmYfTdDhtBpXVtDM1lWtwONw45L7+N42gd6h431Zc9REb+CuuhFmG3tpPRWUBuzBLvBzPHMzZ6GLhc57UdJ7y4hr+0oTo2eDnM6FTFLPXfbY2vXm0jtLqJ3/cOsjdcwkjyI0ivoy+ySIiy5KjivQiyECMCzC94BtAshxi6QxiwzzN6yLlVV+87nWiSSuXD2TrgdU4V5XIRjd6VzpLcK1emAzjrPT+qiSX2bzRmk9RTPTYi9KG4n6ypexOToxx4QQmNYLgKVxY17WFa/k35TNCdSbp51h9wSmkGWpXCSEOsdNq6vfJnTyevoDvZzqqQoDATGsKhpDycyZonuBWhcDjYWP01jVAHlcZ7AJaWJq9hY/IyPxh53qYqElQBE99aQ337UY+WtqvQHxlIdtZC2kDSy2497PoPkQbpXNZP4ci4j0UNShCVXBed7R2wEooDbvD9T+YT359vA/5zntUgkMzJRhPuTezBWh0xKZdh+10MwqoWIREhZOK1/XfQi0rvOzHm+oKEubqj4C3aDmW0FX2RZ/RtEDrWzP/teShLXEDjcy/zWg9xY9gKqUGg2Z3Aq5SbwYUVdHb2U1K7iswUuF7eUPENjVMF42kF/lMcs45qGXZyYbcEuF7cWPUFHWDqFSTeOFzv0wYCKYWTAv+8x0BmWQafXmM0w0s/85v0sbtqDdtSOAIa81tGB1WZUrUrC21KEJVcH51uIBwFfyVKjgMfwuDI9Bcz9t5dEch6YKMI9i9oJKgpH1arTUxl+xn8wuEGDxzVJ7xic1do52VLE4sa3qY5eREnSDQA0h+ewpPHtSeMdTb8DgOi+Gua3HeHOwscY1Rkpi15GXezS8bZDhlBUBEZ7L3ZjGBtLn2bAFE1h8k2zPnt7WBaibsfM63a52FT8B/pNsRxNu31atV0fQrrlNKWJ1886H3gSXhzPuGPcRWnEPDzuohRSEYnikC5KkquH8yrE3jvhV6aWT7CarlFVdVq9RHIhmSrCAMbmYDRD2nNK4ABgM0aQ23qYM6nrfTdwu1nR8AYxvdUczLqb7pCzR8btIeloXTt8dusMzWBPaAa43WR0niTXcoIFLQewGcM5lbiOnpAk+oLimN9yAKPLE9drX5av78C+6Q+MYWHTHt7LuMNn/S1lzzKiD+RAlm/vw4awXFJ7y+csxODxEx5zUdLbAjwuSioIt+DRBz8qRVhy1SCTPkiuasZEuCfGgjoECVuyEIMaBIJRRXdOIgzQGJZNluW0zyMerdPO+rIXUFQn2xc8Ot1312ttrXXacfry6wVQFGpil1ETuwy9Y5B5rYdYVbMFgZtBXTDhw024NTp2FDw6q+vQRMpirmFF3Rs+624sex5UeDvnQRC+ExZWxi4lt/3ozJNUH4OaE7DmQcyuIdaVv+DbRekhuROWXF1cFCFWVbWeuaUglUjOG51dPXzhOz8DwNAUxGjYCNaEfsyVHsMojermtjO/pz0widL4lT6jYk2lPnIB+T4SGYRbm1ld9Te6gxM55GdXCZ5oU3F9tTRFzpt1Loc+kFOpN3Mq9WZCbW2sqnoVBRW3qrKscRe1EQVYgpPnJMidoRkI1TUtQtf1lS9jcNjYUfDZmcfR6EHREGZrpTcofnr98CD84uMwOoy+tZR1Bam4ApyoJplFSSKRO2LJVcmA1cZXf/SfADTdUwF6N9quAAKeN1Lo6GJeQjQ7lnyFpO5SUnvKWF/2PAI3I/ogmkKzqIi71mfoSafWgCq0hAx2MBAYA0BO2xFyW49wJuH6Sfe6PtelCyV6oHFOQjyRTMspNKqLEV0g7UHJmBw2rq17HcXlZEQfRLM5g7roReP32L7oC4pjUePbHMu8E4DlNa9jHuxgZ8Fnx0Nvzrh2QwTpljOc8CXEGi0EhkJfO2mOVuyJERi6THTnSxcliUQKseSqY+w42h4wBMHquAiH/j2GN19/CtXlRLdkJQEFj0wK8ah32EiznCG5v4rMzlMgBFZDODWRC2gMnzd+tNwbFEde62GOZmxmTfUrhNraeTvvE9hMsycdaw9JIa2v/Jye5/rKlzEPdvDm/EdIs5whpbeMN+d/xlPpcpFuOUV6dwnpXUWAis0YSUNYDg2R8ycF2SiLWc613tzIBY17iOmv5c35j/gMxOGLqujFLGze57tSF0DwN55j4fE/YFoWQve1zSS+moszZESKsOSqRwqx5KpiomGWplOPK2R03EWpNjIZVRsALiduQyBpltOUJp3NiOTQB03yiw0Z7CDDcpp5bUdY3LgHl0ZHjymGbmMMmV2nue3M73FqDWxd+OUZo21NpCGqgNyO9+b8POtL/4R+dIidBZ/FqTVQHbOY7I5jZxtoNNTGLqM21uPbrHcMktv6LtmWU8xvOYhL0dIbnEBNxHzazRkI1U1+4z7Suop4K/9Tc0reMEZLRB7L6t/0GeHLbGtnXcsb2K8x072mmaDScFSdW4qwRIIUYslVxFTr6IQtWVjD7eMuSmfSboXvLvEE6wgzkthXMUmIp40XGMOpwJs9b9xuYvvrSOsuIqvzhOeYWGPgzbxPzFmEwSP2iur2G65yHJeLW0uewqVovfe3nv/KTq0Rt6IjYqBxkkX22fEDOZO6YdyYLNTWRl7bYZY17EZxbUejusjpPE5RwmqGZjjG9rssrZ74vkpPxDAvvrIohVSHo4xopIuSRIIUYslVgi8XJTGsEFIZOdlPOCYDYjKodrnIP4edKYpCe1gGKhDdXw/AkDGMOwsfozsonsOZd82YznAibkVL2GCbz9SA4IludWvRH7AZwtmbff80we4MSSG/9V0O+BDiqfQFxXE4y5OQIrXjFIub9gCQ3XmK/NbDqBodfYYIaqMW0RKaNeuXii5jHGndpeNCPNFFydgWSOJLOaAKhFvwpU/dK0VYIkEKseQqYJII51gIPR6NqTkE4VImi/BENBpUReM3V64vYnpruLZ2G++l3crCln1URyyiKz2J5fU7ub3wMfoCYzmYeafvlIMTGNYHEjtQ53NevcPGxuKnsYSmcjh9s8/+ldFLWVN1bu75qR0nWNh8gH0593N95SvsmP85EIJoawMp3aUsbNnH0vqdXmEOpzZqIS2hOdOEuTz+WlZX/Q04uxP25aL0+QfvYf3qa89pjRLJlYoUYskVTWllLd/7n9+iKiqmCjOmSjNugxPNkI5WcwYnZvAT7jdGkNF1huNzEOKJItwankOWpZAoayPNUfnsz74XvcPG8oY3uf304/QHRvNu+p1+o1h1G2OItrVQNqU8aKiLG8tfoDGygMLkG332Bc8uF9U9pwhfAOntxyloOcj+7PvoDY6flLyi05xGpznN09DtJsraSEpPKQtbDrCsfhduRUu/MYLaiAU0Ow30qU40bifh/Y2sqXoZl96Jy+wAzorwlx68jxtXLp91XRLJ1YIUYskVy4DVxvf+57cA9C3qYCi1H8WmI3ZX+pwiZlVGL2NJ09sztoHpIgzQa4gkYrBtvI1DH8TBrI+iHx1iWcOb3Fr0B6ymSA5m3DXNIKoxPI8V9TsnlUUMNLK66lXK466jIn7FrGuymaLIbz5AYfrGGdtltB1jXuu77M+5b9z/tzk0k/SeounJKxQFizkViznV897tJtLaTEpPCWnFr9L61z/gdrvo2nQPa9WXGUq0Yug00V3QKUVYIpmBuYfekUguIwasNr74/X9DVVR6rmnDltuLYtMhnlLYvWMLJxs6Zh2jPTwbnXPEYzjlB18iDNAbGIvJOTitvUNn4t3Mj7B94RcY0odwa9GTrC/9E4aR/vE2XcHJaNyO8fcJ3aWsrnqVkykb5iTCADUR80mw1s/YJrP1CPPa3mVf7scmBeGoiVqMcWRg9kkUhS5zMifSbuVA3DrcbhcAw0M23Bo3vctbES6BO8AlRVgimQEpxJIrjjER7kptA0VlJGZw3EXpTNFpBltq4NWfzWkslzaAhN4Kn3X+RBigOygBjWvE77hOrYEjGZvZvvALDBgiuKX4GTaUPIvR3jt+76p3DJHRdoxl9bs4nHHHOQX5aIjIR+scBpfLZ312y2Hy24+yN+fj9AfGTqqzG8yeBBLD/T77+iR3NcaP/5iFq24iYm0iLfdXEFQRjlvvliIskcyCFGLJFcVEEe5Z1AGqQNthGHdRGlz7WQgIhOvum9N4naY40npKppXPJMLgyYYkZthJj+HUGjiWfhvbFn2JXlMsN5f+kZuLn8al0XFtzWvMazvMvpz76QzNmNN6x1G0OPQmUruLplXlNh8kt+MY7+Q+MB79ayoDgTHktxyc83RmWzu3BPURe3M6PTe0ABBcG47GrpUiLJHMghRiyRXDNBF2AG6Iei8RAST2VrIx3MH8f3wczb3fm9OY5fHXEWZrm1Q2mwiPoQrhd0c6FbdGz/G0jWxb/BVsAaHoR+1EDLYzYAgndKhjzuNMpMmcRZalcFJZXvN+sjtPsCf3QaymKL9968LziR1smtM8Z12UVIwdgSS+nEPiSzkodg1ffkiKsEQyG9JYS3JFME2EnRCxNwmhClpDM4geaOTNgs+Saikiua+C9DNnQAgGA0KpjSigLnKBTx/ZgcAYhOoaz4g0VxEGcGoCiBmopyNsbrvZtI6TzGs7guIeHS9z6ALJ7TjOAm/oyFGdiS5jNPWRC7CEps04XnXsMtK7zuaBmte0jwxLIXvyPoHNGDFj38aIPBY3zm6oNslF6SNVAOj7Aog9kMKn7r2Dm1bN7U5bIrmakUIsuewZsNr4/Hd/yqBmEENTMImVoeAUCARu4GjmXWw++Ut0TjuV8Suo9Bo8BQ11kWE5TU7ncQqa96FqdPQYo6iIXU7XmGUwMKoLJNVShNUQMWcRBrAHhBA9UDezELtcLKt/g/j+GpyaAIrjV1EfMZ87C39NW2g65uEeT9IFPOEpE3sriBuoZ3nDTjQ1I6BosOuC6AhKpDZmySSBHdYHowoFs62dxJ4yMrrO8HbeJxicRYQBULSMagNI6C6nJSLXZ5MxEXZrXTii7GB0oe3VE3cwlS9/UkbMkkjmihRiyWXNgNXGw9/6IQBqpBtb3ACO0GGiDiRPclGyGiLI6TjBydSbx/vaTJGcTrmJ09wEbjfR1gbSu4pYUbcDrcuBU2egPTCJTlM8WZ0n0TuH5yzCAH2GCMKGLD7rguzdrKjbTpC9B6spiv3Z93n8f4H8pn0MGUI5lnobm0//lvieclrDc3HoA6mNWUJtzJLxcYKHLCT0VhJnbSS5/EU0bidujQ6b3kyLOZ3ewDhWVr+Kzj3KW/mfOqewlR0haWR1nDgrxBPCbk4MW2nsCKR3UYfMoiSRvE+kEEsuW8aOowGaPlYGCuNZlGojkjyxo72UxS5n6Uw+wYoyKXiF4naS3F1KSk8ZobZWFNWNU6Mnsa8Sw+gg7ea0WUWtzxhNrLVhUlmipYSFrQfQuEZoDctiX/a9OKdE2krtLac8ZhloNJxMuoml9btpDc32GXvaaoqi3BRFOas8BW43kdYmEvqqSO2vJHCo27OWwBhC7F0M6c1zyk8MUB29iLWVL3veVByC3z4M0emEfPH3rKt7FXuild4l7Ri3ZyBAirBE8j6RQiy5LBm/E05qx1RtHhfhgBdMvLntKU8Wpe8sgdhMwOMTrK3bgeJ04NbOHvPZrWipj1pAR3AKG0qfRVVV2kJS0Y8Ok9N5gvmtB8HtRlU0DAcE02uIpis4kXZzGsP6YAC6ghPRth4El4tFDbtJ7qvEpWgpj11OTfQS34LocqEbtVMXtRCA5qh5zG9/l6WNuzmResvsH4yi0GVOocucwnU1WzAMDyDcTga1wSxr2IXGNYrdEEpdWB410Ytn/Cz6A2NBdaNx2nEVvwMjQ9BUzNITj2NfYKB7TTNhx2NwG1xShCWSD4AUYsllx0TDrOHAYYzG4HE/4VOjvaguJ7icnixKXiEGT+ahdEsh1XFzs+LVjw6xvvRPNETko6oq0UPtvJX/qUltDCP9JHeVEm1tJL/tCAua3gHALTQMB4SgdTm4s/DXDBrDOZT1EbqDk2acM8NyihF9IKpy9r/m3uz7uKX4GUpjr8VuMM++cLeTDWXPo3fa2brwC9xW/BSNkfkcy7oTXC7y2g6R2X2G/LbDOLUBtJkzqIhZ6vPueMgQRl7rEYrXfRptSylp2iH0XhEGMDWYZRYlieQDIoVYclkx1To6fG8CowGOcT/hhsXrQYSDLgDm3zSpb0NYDmk9pXMSYsXpYEPJM3SaUzidsgFcLu4s/DWK24l7gkgOB5ipTLiOSq6b1D/I3s3i+jcJxmO0NVXA/ZHZdZr68PxJZcMBZtpC01ld8xq75z08Y3+9w8aG0j8xrA9m+8IvAtAdFE+65QztYZ7sSWWJayhL9KR3jO2pJK/jGDeVPY+KoC8ojqqoRbSbM0BRqA/LJavrNE3hudy4cikqKmqXm4RXsxEugRhV+OqnPyZFWCL5AEghllw2THNRAoy9RhS7bnLs6Dv+wWf/0rhryeo4OXuuX7ebW0qfwWqM5GiGN8ORRoNDH0hW+3tUxF/nv68XmzGCMHsXhzM2s7hxD9dXvsyB7Htn7WcYsVIds3Ra+VTDLV+YB9tZW/ESbaEZvJd++3h5U2g2i5r3+uzTHp5Ne3g2ACZ7D/Ob948fYQ8ZQmkKzUI/YmNd+Z9RUem80XPnrbPqiTgRz+YNa6UISyQfECnEksuCcRFO7GBUcRL7RhraAT3CpWAJTpo1gQMAGj0ujY7Y/jra/bkUud3cXPpHRjUG9ufcP6mqJHYF81vfnZMQ5zYfYFRroD0si93BSWwsepKldW/MmO0pobuMUW0ATq3Bx9pnNtxK6ClnWd1OSuKuo3pKPOq2sCyW1b8565qHjOEcy7rL88blJK/tXTIsp1Fw41bcDCUO4Ii1o+0NIPJAAl9+SB5HSyQfBjKyluSSp7dvgIe/9UPsQyOYakIIagrFETgCLoWGiHwO5swtXCWAJTCeLMspv/XrKl9Cozp5a95D0+oaoxagdQ1jGu6bdZ7szpO8l+LJfOTUGtg97yESeivJbfYfNjKv/SjNYf5do5qj5jGqM7C0cfek8vzWQyyr28nh9DumiTB4DM/cipZgP65UPtFoaQ3NRue0M5RoRQjoX9SJtjeAhLcypGGWRPIhIoVYckkzYLXxhe95EjQ03VNB8/0V9OZ1YGo20ziHVIZTKUpcS6it1Wfdyuq/Ezjcyxv5j/hfjzHaYzE9AwUNbzGiC6TLnDxeNqIP5p3cB8jpOE6y5YzPfqaRfipjZxa3vdn3kdhdNp6Q4bqaLWS2n2BX/kN0zhA4ZMAURVb7ezOOPZGJfsL9BZ0gQBnVShGWSM4DUogllywDVhtf/MG/YdfZcUTbQe9G2xWAeA3KT7xLZGshN5b+ySNsc4zFPGQMR6ASONw7qXxpw5tEWJt4veCzPkNdjnEieT0xfbX+J3C5SOsu5ljqpmlVVlMUhzLvZnHjHqL66ibVRQw04la0465P/hgz3Lq+5lU2lDxLuK2VrQu/gN04s09zszmDmMEW/w1K9sJ/fwT2Pz9JhLvXNGMuj8RpGpUiLJGcJ+QdseSSZEyEu1LaCWgJxB5pQ9sVQPQbKby+8zHczlGqCWX+xmXMazvC4sY9uLR6Ok3xlMWvwhroP6GBzRBGdvt7nPJG2ZrfcoCE7nK2z38UNDP7GFsDo0EIovvr6DTGwXP/CHHZsOlrACxu3IU9IJTe4Hif/bvMyRxPvYWVNVvYk/uAZzygoOUAHeaZY0fjcpHZeRKzvZvA4R4Ati/4wqxrBmgKz2de6yH/Dbb9HOpOQnMJ60wd4yIMYGwORjgVvvywFGGJ5HwghVhyyTFRhHsWtZNYnYPL6HFRaojKxR2RBB21uCPTKEzZQCGA2018XyXp3cXcUPkXhOpiRB9MY2g2ZXErJolVWewKljTt4RSQ0XGC9PYT7J73aVx6o58VTabFnMH81nfZs2cXnHnLU5g8H/LWktxTwZ7cB2buH5GHadTGjRUv8sb8R3Dogwmxd3E8ZXrAjqChbua1HCBqsAWNa5QRfRBNodlkOAboDYrn1qI/0GFO40ja7TPu5B16EwBaxxBO758nsfwj0FxKenoWoBLQZyB+ayZiVJEuShLJeUYKseSSYqoIA+AQhJ1IoDEin1Npt8K/XM+17/6S/uw1lI11VBRaw3PHXXv0jiHSLIUk91WS1XECVdHQb4ygMuYa2sJz0Na9QbKliPnNB3gn9+NzC5Th5XTKem4vfAwCw88WmkJZXrcdmylifJc7E1Wx12AatbKx+Bn2Zt+DioLNFAkuF+mWU2R0F2EcGUBFoTc4jhPJG2gLzRy3ls6wnOJAxt0YR22srN3C5tO/oTR2BdXx1/qdc8gQRnbncUq9PsQTMS/fxLqQXgTQvdxzh6616TCXRrH6mkVShCWS84gUYsklwyQRLmjH0BhEUEk4AjHZT9gYgiX/VrK6CilLmi4q4NkBViSspCJhJQBh1lYyuwpZ2vAW2trtKKqLpQ27OJJ2OwOBMee0TpdGz6jOSObGj1OduhBiMiBlIXGF+31aW/vjdNKNmBxWbip/Eaei4/bCx9C4HN5dbxY1MUtmvjPWaLBrzLyd/ymi+utZXvcGuZ0nOJJ+O10hKdOatwanktBfO02Ix+6EESq9izoZyuxH26sn6lQCX3pY5hOWSM43UogllwRFFdX88Oe/Q1VUTJWhmCpCURU3yqiGYa1pmnV0TfTi8XjPc0li0Bscz3vee9vo/jpWVb0KwDUNO1Ebd9EXGEdteD4t4blzGq8sZhm5HSeovuFRAFZW/Y3+wBgG55DdSHE7Se4qIaW3jJDBTgC07lGOpW6gJTRn9vndToSqTiqymFPZvuiLZLa/x8rqvzOsD2Zv9n049EHjbRoj8snsKpzUb1IWpdYgbFk941mUvvSgFGGJ5EIghVhy0Rmw2vjhz38HQN+CToaSB1CGNZ47YX8uShoNTm0AST1lNEXOm/NcYdYWrqvewonk9SxueoetC79C0Egvea2HWNyyj2UNuxjVGugwp1EdtdCT+MAHdTFLWdB8gACHDadGT9RAE7vmfdr3pBNSLEZam9F4Uyy2BSXzXt4tbCj9I4PGcBY27aMjJA2n4iOgxwSCh/tQFd/3wdWx11AdvZjlDbu4tehJLCFJvJt+F2g0nqNvt9tjYa7RTBLhweR+DF0mtFYpwhLJhUYKseSiMnYcrQqVnuWtDGUMjCdwmM1PuDU4hcyuM3MWYvNgO2sqX+Z04vU0Ri8kt/Mkue2HKU9YzXuZd463S+guJavzlCcFoOrCbgijMTSbusiF40ZPAFZjBPNbDhLo6Kc3OGHSPXOQvZt0SyHx/bUEOAZxa3T0GqM4nLqJ7tDU8XaJXaU4tQG8lf8prq98mY1FT7J73sOMTNjJTiV4uAuXovP/oIqWY2mbMCRcz8qaLWw+/WsqYq6hImEVDn0gqd1F9JpiJ7koxb6Rzkj4kBRhieQiIIVYctGYeCdsqjBjT/C4KClPK+x49084Cm6GGYS4JHENG4ufmtNcwUMW1lb8heL4ldR7YznXRs4jy1JIecLqSW1bIvJpifAkXtC4HOS0HSG1p5Sc9mOoQqEvMJba8HmcSlrH6qpXUVQXb+V/iqzWoyT3VxJo7wEEg4ZQKqKXUBe5yK9Fc3pPCZ2BCQAcyL6XZXU7uKX4afbkPYjNRzYkgKDhPpxzcFka1gezJ+8TRFibyTzwGzJf/wW9S24io/MUwcM9k1yUtP169P0BfOlTUoQlkguNFGLJRWGqYZapwozGpiN2Vzp76/bj6O+Cg3+Gj34PTL4tmh36IBAKobY2+oLi/M4VZO9mXfmfKY9ZTs2EzEu1UYuY1/Lu+FHtNFxOXMe2UBqbQen8z3jGGuoir/VdFrfsQ+McQVE9gURuKnsOhy6IlpB0SjPu8bhCDfbB7sch1QKLNvpcm9nWzsm8s+5Ox9M2kafbz41lz3Ew6156ghOm9Qkc6WdIMzdXK4BuUyzdb7wCDjtDvRZWrL8DVagYe0wk/j0bHALhFnz54fulCEskFwEpxJILzlQXJWNdMKpGHT+O7rttJQx8F3JX+xXhMfqMUWR3nuBY0O0+603DvdxY9jzV0Yup9FpQj+HW6HHoTaR1naEuZvH0zm/+Frb8F2j18LPDEBqLzRTJe5mejEzLGt8iqfM0AEcy7qRzakCObT+Hd54GRQP/eQJCJgcZ0TuGELin7XzLEtdg1wVzfeXLHE2/zZO+cAJBowMMBczd3Sp8qJ3hYDND3XZM5jGXK0HPvA5QVIRTIfxEHHuOvieFWCK5CEghllxQfPkJB5WGozg0kw2zfrhnTuOVxK/kutptPusMIwOsL32OusgCn76zAA1heWRbTvoWYl2A51XRgDL5v8qyxrfItdfyxK9+RnVdE//666c4kHbHZDGO8cZ+NseAYfqdb1rXab93wfUxixnWBbGidjtnkm6gLnrReJ1xdJD24GSf/cbQjw4xr+Ugib0VCKDlE/+PU8Z0opyNtKoQMdRO2Kl4Wu4uAy2ElURTUlnD9//vt/zkm1+ecWyJRPLhIoVYcsEYsNr4/Hd/ik1vQ9duJPFvOTAiEAgAEvpr0Ve9RnHC9R4L3znQHZKM4h5FPzqEQ3fWkCrAYWNDyR9pDMuhKPlGv/0rY5eR1XHCd+X6z3vENCoVQs6uZ1yEf/bPGA0GCvKy+OFXPzNdjNc9DDkrITQGfETtSu6rpDE0a1r5GO3hWezT3cvaypcxOgcpjV8FgM5ppyfQx1G8201KdzG57ccwOGwMGsI4lHEXPSFJ403CC49xLPVWjgYns6nocRJezaPl7jKsyX2YOoMpaauSYiyRXGBk0gfJBWHAauPhb/2QkeFRhEYwEjFE77wOQNBrimZYH8x7KRvRoLKu/EU2n/wlG0qeJa3j1KwJHUb0wWR0nhx/rx8d4uaSZ2gLzaAwbXrYyIk4tUac2gDieiqmVwoBCzZA3FmxnCrCY4yJ8fV124jun5DQIT7b7/G6cbiXyjj/kbAA+oIT2JX/EJntx1nqzSmscY3SPcGtKmSwg+urXmHzqV9R0HqI+vB8tiz6Km/Ne2iSCON2o3E5sISmgUbDjoLPM4qRhFfz6C/oRDOgo+nmynExlkgkFwa5I5acd8aOowGaPlYGCpNdlJJv5s7CX9NuTqPdm8rPMDJAZscJcjuPs6B5H05tAO1ByRQnrWZEP1nYaiIKyOw6Q1nCarTOYW4ufpqOkBSOp0/PgOSL5tAs8tuP0hbuPxcw+BfhMfzujH1gHmwHocE1B+tnuzGM7fMfZVPJUxicg4CKRlXJb3qHlO5SFLeTrqBEdhZ8dlIAj6lEDLagTjxi94rxpqLHSdiSBzoXpnozTRsrYSdyZyyRXCDkjlhyXhkT4e7YTlSde1yEg14Oo9wZ5LkT9gbnSOwpH+83HBBCcfI63ij4HFsWf40zCWsJclq5pfiPbD75K9aVPT++i62OXkqAw4bWOcwtxU/RExTPsYzNc15jRezyaWkRpzKbCI/hd2c8hQzLaQYM4X7rp+LSG9m24ItEDDShcTu5/fRjxPfXcTzlZrYu+TrvZn90RhEGSOopxxYQOrlwws6YEQ3mikhQoGmj3BlLJBcKuSOWnDfOGma14XK5cQWPou0KwPSSmbdfew7V5YTATCi4iY6gJDK6i2iOzJ8+kKLQFJlPk7cuaKiL7M6TLG7aw/K6NxjVGRGqm9sLf0t3SDLvZt19TuscDgjBLTREDDTRPfEo18tcRXiMueyMYwfqOZ1w/ZzWZ3BYKWjeT1xfNXhDW45qDbyT87FJ9+KzEWNtoiZi/vSK1nJ2PP84QVrB2jvuJagoHO2QniHDECVltdz96Ld49Ymfz3keiURybsgdseS8MFGEexZ1YOwIZjjQTuyudJoNsR4RBhjoAqA44XpCBjvmNLbNFMnJ1JvZsfCLbFv8FSqilyJQEUDIkIXlta8Tbm2efSCXE068Dm1VdISmM7/1wLQm5yrCY8y4M3a70Y3aaXEGwLPfgPe2TB/A7Sa1o5CNRX/glqKnCBzpY0/ug3SEpNARmk5PYBy3FD05588MIMBhpXqC9fU4pfvB2oWt10J/VydhRTEE9BsQehjI7gbguz//zZznkUgk54bcEUs+dKaKMIDWqkPbF0BjRD6VabeCIQXsA3DdvQAMG8wIVEzDvQzNIXHCWVRyOo7TFxhDyFAXx1JvJbf9KKuqX0O4XdiNoTSE5lAbvQindorl8uv/Czt+CYYgyn7wBjc2vD6p+v2K8Bj+dsYJfZW4tAHw6r9B4U44+hos2QQaHUFDXSxq2U/4QCMubQCVUYupmpDaMHzYQnn0NdTFLCa75V3Wlb/Ie2kbx9M/+sMwYvX8wded9HX3QM0xCI7k4K0/YVPp0+j6oONGj2uTsTeQ0opafvCLx/jxN750zp+DRCKZGSnEkg+VcRFOamcofJCwg/EYu0wIlzLZT/iaO6f1HTSEkdl5kjPJN81pLsU9ysaipxgKMLM39+PcXvhbVOBA7sc8DVwO8tqOktZTQm77MVShoTs4gZrIBXSEpIHq9rRT3dgM4ahA0FA3NlPEBxbhMXyJcVp3MZ2mOMi8xiPEaYvI7jhOlqUQjctBd2A8Ows+g8NHCkTdqJ2WMI9RWWXCSvpNMVxbu41qexclU0J1TiS5uxSHLtB3ZUgUfOmZ8bfjBlxe16aeBe1E70+muLVSirFEch4Q6pR0apciy5YtU48fP36xlyGZhf4BK5/+xx8BoGrcqAFunAFO9L0GOoOTOJRz34z9UyxnyG87whsLHp11rqkiDHBN7XaMjgH2e99PJdTWRl7ru0QOtaO4RrFrjJS0dWPJ2YAj/RpWVr8GbhcOQ+iHIsITKSqrGhfjFbWvszf7frTuUfKqthPhsuE0BFEUu4rmqBkSWLhcbD79G7Yu+fqkYqO9lw1lz9EdksSh9Dt9plFcV/4ivQFhFKb5DrXpa65NRY+jw07LR8pIfC2H9pvqiDuayvz4bCnGEsn7QAhxQlXVZdPKpRBLPgwGrDY+9y8/YdThpOmeCtC755xFaRyXizsLf82WxV+bMSevLxEGj9CuqXqFrYu/Oqe5MjpPkd5ThHFkABXBsD6IoOFeAoODP1QRHqOorIof/epJVJeTUU0AiuqmzZzKyZRbPEfVs5BsOcO89iO8UeDji4rLwaaSZ3AqOt7K+wTuKUfQd5z6NXtyH2DQTyKJiegdg8xv3kf8QD06px0Ae/IAmkEdHRvqSdqZLcVYInkf+BNiaawl+cCMHUcPK3ZG4obenwjDpBzD/vAnwoAn8YPqRu8YnNNcNXHL2D3v02xd8nXeyvskOucwwHkRYfAcU2+6wXPfWxW9hK1LvsZ7GZvnJMIAST0VviNqAWj07FjweRxaI5vOPIFxuH+8SnE7UdyuGUXYZO/huqpXuePUr9lY/CRmRz+nkm/EJTSMaA0EtISg6w0Yd20aO6aWSCQfHCnEkg/ERMMsoREMxQ2gbzWhPK1h/5EjnFSmZw+aifagJNK7i33WzSTCY1hNUeQ3T7d+no15lhOEG7W88KufnRcRHuMz93+Ef/3mF5hvOT6jn7EvQke6aQ1Jn7HN3tyP0xyWxYbSZ4mwNgIQ11eF04fYh1lbWFP+IptP/oqbyp5Hg8rh9DvZuuTrvJP7cfqNUSAUdsRtoqqkhBGbHUNtMKjQWdBKcVk1dz/6rXN6BolEMh1prCV530y1jk6sCMMRMkLM3hR27H2cEfsgAT1fZ+R7u6clTfBHScL1bCj947TyuYgwQG3EfOa3vkvhOTzHh2WYNVfOJQLXRDTOEdpCM2ZtV5h6Cz2mGFZXvsqZxLXE2JroM3piZcf2VDKv/QiBw724hYZOcyrvJK/HaoqaNk6q5QxDASHwu09T2laFJT6J1aZ7UY+5UQNUHFHD6DuN/L//+iX/+U9fn9ZfIpHMDbkjlrwvprkoOQAXRO9NwRoQijk+BYD4yDDuPPUbbi16gnlN+9A7bDOOO9GNaYy5ijBAQ0Q+WuewJz612wVFb0NPi9/2F1qEx5hTBK6yA/CLj8PRV9G4HAA4tXNbY2P0IvZl30dBy37ieqsIHerkzhO/YGnT23QFxrM7/2FeX/wVjqXf7lOEAeIH6mgIzYEAj7W1JSIHh9aAqii03FFJx/p67ElWKqsb5DG1RPIBkDtiyTnjS4Qj9iUhEB4XpeSbuGNkgG2PPkddaCx1Lhep3UVkWU6RYTmFW+joNKdQEXMN/YEx08af6MZ0LiIMgKLFoTOR0l1Mw4HXYddjEBwJ/37sbFpDLxdLhMeYdWf82r9Dw2loLCI1JdlvykR/mO2d4M1spbhdbF/4+em+1DNgcAxQFbsUvvY8VL8HOavYrjNMdm1a3E58S6Z0bZJIPgByRyw5J4rKq3j4Wz9kyG7HVBVK4ku5JP4tF5MlCDd4Y0frQaMlTOPNmqTRUB+9yGsY9Q0OZ9yBwWFlbeVLbD75S9ZWvER8TyW4PX691VGLSOirOXcR9tIcmkWW5RSMeHffDvtZn2EvF1uEx5hxZ7xkEwgFlmwioa+KLlP8nMaM66ng9sLfUtB6iKroJYxqAhjVGbmh8uU5ryt4yOKZW6OHwDBYeDMYAqdlbXIbnKgGF71pFmnAJZG8T6T7kmTOjKUyBOgv6MQeN4iqqsTunm4dfX35iwzrQ3gv/bYZx9Q7rCxo2kesrRGN04HdYKY2LJ95be8yqjWeswgDGIYHuLn0GbbO+xwceRnSlkBywXj9pSLCE5noZzxpZ+x2g6Jw++nfcTLpJlrDs/2OEdlXx4qGnShuJ0Xx11Mfs4gltTsIHrWyL+ujbCx5FpeiZfe8h2ddz4LGt4mytfB2/qd8N5jgZ9w/v53Qiiia76yUrk0SyQxI9yXJB2LsOFoVKl3XtTBQ0I2KbxEGKI9dQfRAw6zjOvTBHM+4ndcXfokti75KozmTrK7TKKqbgNFBrIZwz+7sHBg2hKAKhWDXIKx96JIXYZhhZ+z1p9Y4R2gP9W0xHWprY9OZx1lZu5XKqCVsW/hl6mMWARA11EZbcAooWnbOewShuri55Bmf40wkbqCehrAZwmZO2Bmbi2NhWIERjXRtkkjeB1KIJbMy8U4YBexJA2i7Aoh5M82vn7AlNB2ty4HiNTKaExoN5fGrUIXCqEaPQ2sk2N7FuooX2Xzyl6wrf5EUSxG4nbMO1ROUwLyWyW5Ml6oIj+FPjPWOQdxCwT3F8jzI3s0txU+xpvKvNITnsXXRV6mKXzEpGEqAY5CWsTzLisKu/E+DqnJL8VMzriVgxEp19NKZFzwxhaIqiDoUf9bPuKZKujZJJHNECrFkRiaKcH9GFygq2r4ANM9q2fanxzj54q89d7A+GNUZSekqmftkbjcbyv6EW2jYNf8zaNyj7M17kK2Lv8bO+Z+hTx/K/NZD3HnqN2w68zgLG96eZF09karoRUQNto2/v9RFeAxfYpxmOc2wIWS8jWFkgA0lz3JT6XN0hKSwddGXKUlcMz0amcsFqpvBiUk0FIVd+Q/jFho2Fj3paTMF82AHKBrQaGZf8FAfO3a9yb6tLyEaFBL/lk3iX3NxC8+V1z/+m0yfKJHMhhRiiV+mWkcHl0biMjiJ3ZVOlWUAt2PEY9Vr8X0E3RKcSlqv/yhZU7mx8i9o3aPsmv9pHDoTbqEh1OYRU4c+iFPpt7J94RfYsvQbFMWtJHKwhfWlf+KOk79iTeVfSeguHzf46gxORbhGweW4bER4jKliHN9fhyUwAY3Dzo1lz3NL8dP0maLZtuhLFCav9+ujHdtf69vdSVHYnfcpnBodG0ufnibGqV1FWANC57bY0n1Qc5zejhbam+oQIxqa7y6n5e5KbFm91Na38v3/++05fgISydXFeRdiIUS2EOLHQogjQgiLEMIqhCgUQnxXCOEnHYzkYuMrlaGpLRitVU9jRD6dd/0ECtbDzV+CBN93iWUJqwia4/3u9ZWvYBzp5438R8bLuoMTyG895LN9U1QBb+c+yNag5exO2cyQxsji5ne489Sv2Fj0JPNaDuDQB3Jz6XOXlQiPMVGMg+0WogYaub3ocYZ1QWxf+AXeS9uE+9BL8JP1cORvPsdI6Sqmz4d7GACKwlu5n2RUY+DW0qcmiXHcQD314fmzrjG2p5KVui7C4xIJj00gLNXTJ+HveeCE3oXtqIpKSUu1FGOJZAYuhB/xI8CXga3AC8AosA74KXCfEOJaVVV9n21KLgr9Aza+8L2fYjNaET06ErZmIewKwqXQas44eyf8lekRsCbi0AcBgqChLmymSL/trqvdinmog9cLvjDpOLQmahEr6nb4n+CVn8Dbf2A4KpXjPzkIQoDLRVpXIZldnmQOAE/89/kNW3m+KMjL4nP3b+bxF/5G4EgfhzPvomNiZK3tv4C+dtj5a7j2o9P6RwxbKIu5xv8EisLbuQ9yY8WLbCp5kh3zPgsaDXqHjbqoRdOa6x1W5jUfJN7WgHZ0GKc2gPawNFzf3kp/YAxD1X/H7nISau8c9zN2ho8wanRQ0lbF9//vt/zkm1/+4B+MRHKFcSGE+BXg31VV7Z9Q9nshRBXwXeAzwG8uwDokc2DAauPT/+hxUVICNAjdKIMxAwTVhE/OJzxHbIZQMi2nKEzZ4LN+Wf1OIvsb2Lbg89PuJDuDU1Bco57dmq/7ygHvbtva5fETFp57zbqYpUQ4eojROvj9T//fZSnCAPVNrTz51224hUJ3UDzLa7eDoqEiajGVCSs9FuHvPANrPumzv9Z5NnexXxSFPTkfZ13lX9hU/AcOp92BOnY/7HKR3FNClqWQQO9dvNUUTUncShoj8qcZj0XYWjiUcRe9ptjxoB+dN9QRszfFk5FrJ1KMJRIfnHchVlXVnwPwS3iEeP75XoNkbowdRwM0fawMFNB2BRC3y+M2E2a3ENlXR1fo3GIjgyc4x/y2wz5jPy9oeof4nkq2z/+cJ3DEVBQFe0AIOe1HqUhYOb3+Yz+BxHzIWekxLvKyrGk3uUN1l91x9ETqm1r59n/8miMJN5FhKWQoIJSDOfeT0F1GQeshcjuO0ZMRz7H1B7wnD1PwHjU79KbZJ1MU3sl9gBsq/sINlX/BKbTcfvp3aJwjOHQmWs0ZHEm7bcbsTYrLgcY1Sm+wJ8nHjoLPs6nocaL3pqEqLkx1ITRtrJRiLJH44GKGuEz0vnZcxDVIvIyJcG9EF/pR07gIx+5KZ1AfghCCXlMs19bvQHE7sRojKUxYQ29I0ozjNobPY3HjnvHAFGPktR4i1XKGnfMfwaX3H3axMSyH1N4y30IcFA4bJ/9Cv9JEuDkyH71ziKyu0wC0ROTREpGHabiXJU3vcGvRkzj0Jk4lrKM9PGt8jNTuIhy6mU0wjMP9xPdVEWttxDzUidblSQOpVZ0cS9hAS3jujHmhJ5LSVcKobsLfo9e1aVPR4+gddsIKYxnKGPCI8Q7B3Y9+i1efkBbVEglcJCEWQmiAHwBO4M8XYw2Ss5w1zGqHAYXRiBG0XQEY/hzIaXWI9rUPs6H8eU6m3sxJbsY03Et+2xFW1WxBUV0MGKMoTFrnyQc8FY0GlzaAhN4KWiLyAMhsP05W+3vsznsIhz54xrXVRi8mu2NuUdWuRBEGqI1awPwpRmtDhjAOZt0Nbie5bUdZ1vAmSsNOGsKyOZ20nsSeCnoCY8fbBw73Et9TSaytiRC7BY1zBISCQ2ei2xjFyaSb6ApO5LYzjzMcEMy89qMeIZ4jqb3ltAalTC7UaNiR/UmWvPk9YqOiCCwJI7QqEnVYIIBv/OS/+cX3v/2+PyuJ5ErhYu2IfwFcC3xHVdUKXw2EEI8CjwIkJydfuJVdZUwU4Z5F7SS+lk1/ai/mV6PYtfUZVJcTtFEQARqXA5dGz5AhjOPeu+Igezf5bYe5vuoVhOqmNzCG04nrGJhgrdsRGE9GdzEtEXkkW4qY13KQPbkPYDeG+VvWOGNuTGZbO/1BsX7bXakiDIwf2wc4bNMTPyhayhNWUZ6wisj+Bha37OXOwl+jqC6GdYHcVviYJ3OTouDQmugyxVCeshFLcPK0e/ec1sOM6AN5c/5nuKX4KW4u/SO78h+a0644aMjCofTbp1f88ZucLHwDc0Q0Nxo+Qd/8TqzzugkpjaSxCL7/i8f4iQyHKbnKueB+xEKInwBfAZ5QVfXf/bVTVfUJVVWXqaq6LCrKd5o2yQdjqggDYFcwl0XSEpaFKs7+orYHmMlsn74ztRkjOJZ+O9sWf5V3ch9gVGtibcVf2XzqV6yueJkgezdlCasx29qJ7ylncePb7M++B2tg9JzX2ROcwDw/bkxwhYuwl1FdIIk95TOO0WVOYXf+Q5xOugEArXOEI+m3s3XpNzxBUQo+y/GMO7CEpvk0fkvrLqE6ciEAb87/DAJPgJUx32x/GEYGEKi+TzccQwD0a4IY0RoJKY8GFQbmdaFq3JQ0VPF9GQ5TcpVzQYVYCPEj4HvAM8AXLuTckslMFOH+TAtBZWFEvZGMQNAYkU/xwgfh/22Bzz8BNz1KS0g6yX0+Dy/GsZqiOJKxmW1Lvsq+7PtwaXSsK3uBG8v/jNbtYHntdg5nbKY3OHHGccZxu6H+NFXmHCKG2n02uaJF+MAL8F93QvEeOk1xJAzUzjpWkL2bhU17OZq2CQUVp+LDCM4Hwu0kwGGbFNbyzfmfQVFds4pxuqUQuz7Ed+Ujv4YH/g2+9vykrE24YTjRxqh+lJLWSinGkquaCybEQogfAj8E/gR8Vr0c0j5doYxlUbIPjmCqCCXujUzM5ZEYegMZVXRnXZSSC2DJbaAoNETOwzhinfMc/YGxHM68i21Lvkaj14VGANfWbuOW4qfJbjnsM7ziJF76Pvz7Jix/+MezbkwTuKJFGODVn0HNcdj2v9TELCFkluAoisvBuvI/Ux29mNaIPKpir2F1zWtzWkd652mPsdWUnfJcxDixr9p/gojgCI+bVVTKtBSKPYvb0PbradpQKcVYclVzQYRYCPED4EfAc8CnVVWd+axLct4YsNr43L/8BICmeypovr+c9nX1CLuWhoh8Xl/yNZ/9PK4rKpxLEgdgef0bJPeUUR8+n0FjODvnf4bGsGxSe8vZXPhr7jj1G1aX/5WIgcbpncdCZ3Y1jLsxjXHFizDAtfeA3ggr7qYvKA6Na3TGnen6shcYMEZSkrQWgNKEVaCqZLUcnnUtGd1F1IXn+ax7c/5n0LidrPcjxoaRASpjZwgcMpEJYhz3eg7O0BEijsbTtFGKseTq5bwbawkhvgz8K9AIvAU8IISY2KRDVdXd53sdkrPH0cNimNGEYdC7x12U/GVRmshwQAjZ7SeoTLhu9sncTtaXv4DBMcj2BY/iEho2Fz6GQx9EWcJqyhJWAxDZ30Bm12muq92GxjWKQx9Ic0g6pfErcX3iP2H/87BgPY0Bw+NuTFeFCAPc/2PPjxeXRkeUtRGLOXVa0xV129G5htk1/9OTyo9k3M7qqlepil3uP4mD241xuI+y3FV+17uz4LNsLHqS9eXP8VbuJ8cNuMKsrd4AIHP7VRI82Ele62EUQHGC0mNA26cfz9rETrj3C9/m5d//95zGk0iuBC6E1fTYV+VkwFdMxH2AFOLzzMTY0aZaM7bUvnMSYYDW4FSS+ypnFWLDiJWbyv7EcEAIrxdMiJilaAiztdIbFD/etsucQpfZ4/aidQ6T0lVMam8ZaUVPgBAM5CRSZQ6kNiSP7I7jV48I+8CmDyWht3KaEKd1nCKmt5rtCx6d1qc7OJl+Uwxrq19mX87HfI6b3F2CUxswa7alnfmfZmPp05PEOL3rNAMG/4E+NA47+W3vkjBQh37Uhiq09AbFcirxBpY0voUqFHSuEYKKw1G1blSbwOV28+Uf/Du//fG/zP6hSCRXABcistbDwMPnex6Jf6YmcDCVhzFqciCeUni7/A2sN2XAHIJl1UcWkN5dNGObyIFGVla/RnNYDifTNk5ehyGCdMsZTkwQ4ok4tQZqYpdRE7sMgJDBDjIthSxs3ovOOYyiukjtKuGJ//vxZSvCf39zD3/623YqYq45JxEGaA7LJKN7clrJMFsrC5r3sS/7Xlxa34FRDmbexW2nHydksGOSW9kYWV2FNJozZ1+ARsPO/EcmiXHMQAOnE28428blIs1SSEZPMabhfkBl0BhOTeQC6qIKcHrXqB8dQnW7eL20keimoywdWo/ebKTrumY0wzp4D37wi8f4sXRtklwFXMzIWpILwFQR1ncYQajE7k7nzVOvYO9ohL/+EJbfNetYNlOkJ6azy+EzJGVGxwnmNx/gVNINNEYvmlZfFb2Ehc175772wBhOBt4CwDUNu0i0FPHf3/n6ZSvC9U2tPPfaGwBkdJ0m03KKQWM4deHzqI+cj9tXmM8J1EYvJr/tyPh7nXOI6ytfoTh+JX3e0JK+cGqNVMUu5frqV9m+8IuTK91ugoa62Zt9/9wewivGt3rFWOccxqHRc335S4TaLShuJyP6IFrN6dSm3Y7NT1jM5K5iOru64dCLdAINFSVkXbOC4bhB0ELYqRiKa6ukGEuuCmQ+4isYX6kMQwqjEC4FASSkZ4NQYImPQAx+GNGHkNV5alr58vo3mNdykL05H/MpwgAtEbnonMOz+qVO5ZrG3eQM1/PCr35GapJ/wbmUGTuOPpZ8Cy5Fx5vzPs32BY/SaYwjt+M97ih8jNtO/44l9W8SNNTlc4wxodY7hsDtZn3pc1hCkqiJWz7r/KVxq0B1k9l2dFJ5fF81Lo0O1yxfAqZSGbmQ4KEuFNXF8vqdOPQmjqTfzhavv/KZ5Bv9ijBAcl8Vg6nLPbHCgyMo3fDds65NThjI6cGtuClureQH0oBLcoUjd8RXKEUV1fzw579D1bgx1ZoxVYaCUyAQuIRCb1ACATct4+al12N02HAX/pZuUzRlcSvHA/f7ojUkleTeCqriVngKphpl+TkeHcOlDSChr9ITPtHths5ar2uLzmf7axp3k2O/su6Esy2nyG09zJlmC0UntlN0+zchYxlxPRXkdrzHjeV/BlQGAmOoiSigKTxv3DhqVGciqaeMOGs9qlA4nPmRuS1CUTiadjsra16jOnrZ+H1wducJ2oJT5zREsqWIvI5jGEasjOgDGdaaCHAOIYCjKZtmvWOeSJC9m4Pz74Tvbx4v2+GaP561qeXuMkLKw2m9oQ7elcfUkisbKcRXIANWGz/8+e88f87pZjRsBLfWRdS+FBoi8qmLmM+q2q0cyLnP4+ridhNtbSCj6zSrqv+Oxu2xXm4yZ1IWf+0kca2PLCDNe0/p1yhrBjpNcaR1l3iE+MV/8VhFz78RvvrctLZXoggDNIZmkdl1hjN//im4RsHthG++RFt4Dm3hHp9rvcNKQfMBFrTsZ0nDbhx6E83mLHoDwslrO4yiutm68NwyGHWZU7CaYlhT/Tf259wHQMhQJ+/O3+y3T2xPFfPbDhE43Meo1kB9xDwqY6/BqTVwa9EfOB13I/HWOu448zt2LHh0Tjtrw8gAoE7PGjUhUUTCq3nYk/qJPpRE060ea2opxpIrFSnEVxhjx9GqUOle2YI9xerTOlrjGkVxOTzHnYpCpzmNTrPHYkvrHCbVcobU3nLSz5wBoTBgCKciZplHKFQXkX31rKzd4tMoaybK4leytvKvnjfNZd7X0mntrlQRBmiMnE9+22FYsgmOb4NF0y3WHfpgTqRv8rxxuUjtLiLTUkiwvRuAEV0gK+u20mWKpSs4mZ7AuDnFhD6UcSe3nnmCoEELJqcNVWhw6CdnaYoYaGRh8z6ChntwKTqawnMpz7pvWkpFndNOpzmVupjFrKjbzm2nf8+O+Z/DOUM2LYDUriJG/CX7mCDGhmYQLhUcZ12bHv7WD3j25z/23VciuUyRQnwFMX4nnNyGqSIMe5JvEQYY1RlJ6SqhLmbxtHGcWgPVccup9t49mgfbyewsZHHTHpbXvYGiuri++m+cTLqRBh/9Z8IaGI2iutA6h3F+8r89YRyX3jGpzZUswuBJZKEiMD74M+yP/GZ2AdVoqI9exFCAmeuqtyBUN+Uxy4i0NpPWU0ZOxwkUtxNVCJxaA4MBoXSbYugKSqQzOBm39uwu1aEzUROzhLXVrzBgjKIzyHMNETLYzuKmdzAPdeIWGtrCsng3/U6GDX5CVwK43QwaPIk7jqbdxhJlN5uK/8Cb8x9mxF/ISyCpv5qm0BmstCemUFTtRO9PofOmBpw4GbAO8rl/+TF/+PcfzPyZSSSXEVKIrxAmivBglA1jnRltTwDh2+Kpi0zn9BQ/4bagFFJ7y30K8VT6A2M54d31zm/YQ5bFY6y1qHkf+Z3vUR69jLqYJXNeq0MXSKrlDNXxyycFrIArX4THsAZGk9t2hFPps/tvA0RYm7muegvHU29mYcsBVKHhWNZdkxu5XMT21xLXV02MtZHUnlJPaFDArWixB5jpMUbTHRiH4holYqCBnsA4Np/6Faoq6AhN40TKzTMaWY2hdwyiislfIE6mbGBUo+eW4md4K++TDBnDffY1DvdRkT1LJC6vGK/e8yNCHUYSX8nBGe6ga2UzvCuzNkmuLKQQXwFMFOGexR1E707BETKM/jkDb+z4A6ohGL67HMLPGmGVJq7k5uJnz2mevOb9pHcXUZh0I/Pa3mX7gs+T2X6C3I7jLGjez6AhjMKENXSFzuyU3BKSTkpfxfiOe4yrRYQBGkOzye04znT78+mE2tpYXfkKp5LX0RKRT1R/I6m9ZdO/RGk0tIdn0R6e5WOMVhJ7KggfbCN+oBat2yPQxlEb+7Pu9Z1LegaSesqm3/ECRYlrGdXo2VD6J97J/fg0v+XA4R5AzGrUB8DrP+fgjqcJMoex/t6HaV9XB1pwn3BRUlktxVhyxSDdly5zpoowgL7XQEBnILV2BdU5CrYe6KiZ1G9EH4JA9RrOzE5Oy7tkdZ5iT+6D1EUtROMaRVW0VMWv4I0Fj/JGwaN0BcVzbf12Np/8Jasr/orR3utzrNK46wi090wqu5pEGKAxIh/d6NCsYwYPWVhT+RLF8atpjPKkKCxNXEWwHxcnf/QFxVOcvI79eQ/QZM7EqehQAb1zmCWNb82egGMKUQMN9BsjfdaVx11HceL1rCt/kbCBpkl1aZbTDAXMcNw9EW+scdvQEE5VkPRXj2tTz+J2VEWVsaklVwxSiC9j+vqtfP67P6PP1IvbIYjanUzCa1kIp0JjRD7Nm38MN30ONv8j5F4/rb9dH0K65fSs82S2HiGn4xjv5D7gCeqhKLiFBsNw/3gbh95EYcoGXl/0Fd7JfQCXRs+Gsj9xx6nfsKR2hyc5vReX3ggIgryGR1ebCIPnHt6taAge9J9RKXC4l3Xlf6Y8Zjk1ccvGyz15f1VMw33nvM7c5gOkdpfwdv6ncCtati/6Em5Fy+bTvyXM2jLncUJHerEE+o6QBlATs5RTyTexpupvRPWdTd8Y31/nP1PTGG438T3lLF22nMwlq1h5y10IneeeO+HVPOzJA6iodOW2STGWXBHIo+nLlAGrjUe+/SMAdFo9QgicGieKXUufKfqsYdZ9P/I7RmNYDil9FZQmThfpMTLa3iO/7Qj7cj+O1RQ1Xm43hpLZeZLi5HXT+lhNURzOvAtUlciGIxTYa7m98DGcWgNVkQuojF3BoCGUdEshAbivXBE+9BcoeQdu/weIz5nWrz8wlpz2wxzPmO4+ZBgZ4MbS56iJXEBlwspp9UMBZtItpyhOmv75+yOj7T2yO0+wJ/cTDBlCEaqKW9GyN+NukhsOsqbyZRrDczk1Byt4vdNOZ0jKjG0aowpwanSsrNnK8dSNtETkYhgZoCpmyv2w201cXzUpvWVEWFvQuhy4tAF0m6Lp/fj/UB2SzNK6nYTYLRgdVhJezaO/oI2IU3E0fcRjTS2PqSWXM1KIL0PGjqMBmu4rAy3j1tENc0zgAFARu4yc9mN+69PaTzC/9RD7cu6nf8pdX3tgErHWBopnmuC5b9N16EXeufYeeOj/SLOcJttykrz2Y7gULRlDFgKDgy9rEd61/zBP/GULRxPXTxbh0RF47tvekKAu+OKT0/o2hOUwv+3daeV6xxAbSv5IU3gOJT6+6ADURcwn01I4ZyFOtpwZ/7u0mTxHyqoQaIYHcP3nXTS2VtD+sR+zXltP3JnHeTP3U96TC98ItwvrDMkexmgNz+WwouO6mm2EDHWAogEhiO2tIrVnTHhHcGn19BijOJZ6KxYfNgYxA/WcTryBltAsNhU9jrkoDlQ3AW2mcdemr//4v/jlD/5pTp+H5Pxy4kwZSxf4TqspmY48mr7MGBPhXnMPboNrkgjPNYvSOBr9eEakqSR3FrKg5QD7s30b8rSEZWF0WGcev/bE2VdFoS5mMW/O/wwl8SvRuUYA2HzT6stWhOubWvn986/gdo6ysHkvy2tfJ9za7KnUBUD2tSAE5K/x2b8pIh/t6PCkMq1zmJtLnqYjNJ3C1Fv8zl0TtZgAh21O4ULjeipY3LiHg9l3T/q7VBUNgX1N0FYJgKO5nB0Fj2IJTuH2osdJsZzxOZ5m1I5bKHPyWwboDM3gRMrN5HYcR+NycOepX7GsYRca5wjHU25my9Jv8PrCL/Fu9r0+RRi3E51zmJaI3En5jHEpRB5NBAV6Ui00NXfw7f/4vzmtSXL++POWN/jZb57k6Zf/frGXctkgd8SXERNjR2stBoZjB9F2BRC3Kx0AvXuU6L4aOkPS5vxL0ldGpCRLEYub9nIw+x6/4S57A+MQbufMg3/yv+Hgn2GVJ/1eXE8Fyxp340ahzZxGuN3Ci9v3oNdqufPmG+a03kuFsePoltAsIofaeC95A7ntx1hV/RrC7WLYYKbhvm9Qa36M0eAon2O4FS0ujY4wawu9wQkoTge3FD9Nd3ACx9Jvm3kBGg3qDPmJx4jqq2N53RscybiD7uDkafOHaAUDD/0v1ByH274JisJ7aRuJDs/h2pqtpHaXsC/rvklR05J7KhidEgTEF6bhPvLajhDXV42injUGO510A/V+4pH7Irm7DKduwpe1CX7GAcN2Qo5EE1IfTvvNdXDMxff/77f85JvnFnVM8uHw5y1v8Opbb6EqKjsOHADgkXvvuriLugyQQnyZMDWBQ+LLOfQmt6H7UwBllkJiF6xC4xxhRf1OFNcoI/pA2kLSqI1aOOludypV0YtZ2Lxv/H2ipZQljW9zKPMjdAcn+l+Qonh+kQ+2MxAY67tNxjLIWEbEQCPXnv4dittJUcIa6qMXclPZ8zSZM6mJWQpbnge4bMR4TISPJtxES1gmdxQ+hiU0HUuo5wsRLge5bcdI7Ssnp/M4qlDoDYqjNmI+raHZk74k9QbGkdN2jGOBd7Cx5GkGjJFzjh/dY4wio+uMXyEOs7awsmYLx1NvoSM0Y1r9qCaAQEc/XHef52cCneY0Xl/wRdZVvcQdZx5jX/Z9465I0f119Ps5ljYO95PXfoT4vmoUtxOrMYLDGZvpDklm88lfciR9M9fVbMEpNDRHFczpOdN6SmgPTJpcqNGwo0tP8um/kz+4ir6VHYxGDo8fU0sxvvCMiXDTpgrit2bTtKmCHTs8dVKMZ0YK8WXAtCxKLmBUEHwkiu1vPI7qHMXe303DN7z/6r0hEdO7zpDSUwqqypAhjMbQLOqjFuLQnQ1V2BKRx7L6N8HtJqG3kqWNuziceSdd5pkNcQBsxggyOgo5le7buCdoqIvVNa+hHx2iMnY55bErxkUo0N5NRcZHcOgDeTPnE5eNGE8U4SbvnbBL0WK2tdMf5P1CotFTnria8sTVAAQPdZLX8i5LGvdwTd1OHDoTreZ0aqIXUx+ex+Lmvdxc/DT2gBAO5Nznb+pplMddy3W1r/usCx7sZE3ly5xOXkdLhO+7OrtiwOjw777m1up5O++TZLcdZV35i9RELqA45UZCHT3Uhs8fb+cR36PE91WhuJ3YjOEcSd00yZ9ccTkQqkpnaBqHMj/CqurXUBWd57h5FkIGOzmWP+XKpasJXv4hjYBWp2Nh4I2ElkXRtaxNivFFYKIIu42e6xK3wS3FeI5IIb7EmSrCYlBD+LvxCATNkfNQgyKgr50AUxAxfTWenY83JOLY8Z/GaSe39Sjp3SXkth9FRUN/UAx14fNoCs/BpdVT0PQO6V1FHM64Yzzm9Gy0BXuic01F77CytupvmIb7qI9a4EkcP2EXaHDYAMZjHA8ZQi8LMfYlwuCxfs5uP8p7mXf67Gc1RZ+NguVykdJTQqalkJSyUkBF43aiagzsy7rnnNbTHZKMxuU4GzPci3G4n3Xlf6Y0YRX1Xt9jX9j1wQSN2madpzJuBa2hmayteInEgRr0zmGsxkgW1+8iYUx8DWEcTd3k+44XiOurxakNADzJJw5n3MF1NdtwCY3PACRjmIb7EKjYDebJFSGREJcFHbXUXvd5crXN6B12Io7FIY7H072gnZJqKcYXgmki7ALhEuCSYjxXpBBfwgxYbTz8rR8CYKoIw1QRCioIt4ILhcKszfDdldBRQ5CwkNB+zOcRpEtrpCT5Bkq4AfCkoMttPcSC1gMsadiNorrItBTSHpIKQkFxOibFJ/ZHS3gOOZ3Hx99rnHaur34N82AnreHZvJ37gM9k9ymWM4xMicp0qYuxPxEGj/VzQduhuQ2k0dAQtYCGqAXgdrOx5CmMIwMIAXcUPoZTo6fTnEpV1OI5RbuaGjNc77CxofRZamKvoSp25jCStoBQQgdqZ2wz3tYYwfYFX2BdxZ8xjgywonYrNmPkjOI7kfiBWgYCzoa87AzN4Gj6bayo3c67yp1+x0jvPMVQgHl6hd4I398NI0NgMrPD5WJT0ePosNOzqIWw07GobkFxZY0U4/PImAi3rKvFfDKGwI5g1CHo6+kk4c/ZCJNgMNpKy7oadrzj6SPFeDpSiC9RBqw2PvcvPwGg6Z4K0Lt9uyiFREJIJKcddm4vetxjRTuLoZbNGDHuu6q4ndx58pcABDv6WF7/xnh8YlUoOHSBWA1h9Bqj6AmMozsoAafWMD4Obo97zsravxM10ER3SBLbF34e5wwhDJP6q2kJSQeHHVorIXk+KJpLVoz9ivDhl6HqKE2bvsriKdbPs+J2c0vJM7gVLR2h6bjdcCT7I8T01pDbcZQ1Va+A6mLIEE59eC71kQvGP/eJtE6IGa5x2tlY/DQNUQWUJKyadQn9pijSeqZnvvLHNXU7CBmP6CUoTFxLd0jyjH3GiLC1UhE9OSRne1gWx1NvYWXNFg5m3e1zrMT+GiqjFvkeVKMDk1ekJxhwhZ1MoOXuMoytQYSfiKOkrJaHvvV9/vjzn8zxSSVz4T9+9wzHThWjatzE7k5lNGIEFyon33mTltoKYlMyuOb2O9A79MTuTsOlunl99wGaWjv44dc/f7GXf0khhfgSZOw4ekQdYSRpaJII+3NRcumNuDR6EnvK5xTZaYwbKl6iPzAGobo9x4vpZzMhGUb6ie+tJtLaTGJfNRldZ86KNAoOvQmN6uIjp35BX1A8b85/hOE5hC80DfdSnnkP/OLjUPMeXP8gfOK/gEtvZ+xXhAd74Y/fBFVFdTtxLcoat36eFbebW0qexq1o2T3vYRK7SljY6rEw7QjLoCPMc6qhcdrJaz1CluU081rexaXRYQlJpjpq4bgFdGniKjYWPwMuB5uKnqQtPJvTSTeencvWA7/7DDhHPb7MoWcN63pNsWi9bmQzodn9O/Rv/hrbout4875fcEvRU/+fvf+Obuw8r/3xDw46CbD33js5vTdNbyq2XCTZlm1Zkmvs3CS3xb+b3Nzku1JukhvHRZZtFUuyiiVZ1vTRjKaPpjf23htYQYIgAQI45/z+OCSGIAAScixLSWavNWsNAZyGcvb7Pu9+9uZW5k42Nr/D5ZwHGIz2r8LMh849SXucvzirN7YYteRhY/M7nCv4HGNz3z9JQu+y0xYfYsLXvDzj3ofr6c1oxthhhktpfPsv/pZn/ub7oe3rHhbEaweOcu12DY6MCcaKh/DETpN4NBdhWkefS1HYWxwygluDPCXR8/lGNFYdkXXxVNY28fybv+XJz4cmSvzPgHtE/AnD3TVhC2EtkdjyR0LuE+6MKqBo8EbIRFzS+wHhzlEOVXwbnehgb/VzSjzhzMzLqY+kLWkFbUkr/LbVuSZIHW1iac9ZACpTN4VEwsYZW0yPLszrJcxgh89rPilkvFA5GoMZUouVLOXcVVjDjRT2X+OKeZGbi+RhT+2LeNQ63i/5CgB9MYWs6Dzp91JRY6QmYys1KKYdsbYuivuvsL7lICrJo7RIRRehkiUeqPoZIxEZXM+aJ5xruAgtM6YtNadh4xe8TzkNkajkhfuQMwYrGX7vR0xNjFNfX49BlpEFge64UkRBzbq2Q1zL3qvkVAeBxjNTLQiwTAGKA5daltjS9JZPUETSeBuiWuvTOrUQTI4RCvuugKBGcEH6m8V0f76e6MpEHKkTWCZF/vIHz/DX9xy4/k147eAx3nn/FLIgM7xR6ZtPPJqLZtzAsfKnkZP3kXfgz2m5/685nJjL/dXPknQoH8sDzYxs6MXYY+bo+YsIgoonPvupj/diPiG4R8SfIMwl4dFyC2ENUUgaKWSzjur0zeTceSak8nTMRA/5luucLPkyqNW41CZsYXGs7jzOpdxPLXquLp0ZvWeKKUMUjfHL2dT0Ntez99AXs7AKNmukGudsKPy3X4DK93zIYRYfNxkvSMIAag38+RGYGoeIeDqG61jae87/dXMxQ8JutYFTJY/ffVjQIAoaIiYH/NKK5mIkIoOLs+XbmRap7JFaBFlEEEXsWjNatwO3ds6yQPFmKFyvzIjLd4T+BogiW1reInJygNM7noYPfgM7nsbkHENSKcTYF1PEFUHL2tZD3BRdQduRUqzNiDNCrWBoT1iCIHvY2vA6p0oeVxT5I9UMhwdfJzdPDlJouUrCZB9atwNJUGMLS6AhcRVlPedxTrtIeT0flVHF8JYekIDj3CPjfwNeO3iMd07ebVECXxJ26UyQUkjJmi20pJchAofLv+lDxggylo2dHDmv7PMeGd8j4k8MfEh4qQVzVSyyXkT1vMDxG2/gXPFpWMw1S63DrTWQM3SHtgXygTUeJxub36EqdZNPZuwHuZ9mb/Uv0LmnfFqcgiF/uJJbGTvojSnCoYtgbdsh6lwTC4qE0sZb6ZkNhc9epvwLgo+LjBcl4VlodBCh9Gj3xhSwsvNE8NdKHvbUvIhb40vCs7CFJ1Jguc6N3PtDO0m1joaU9aSPt+IRdMgqFYkTnWQPVeHShtEat4SWpBVI4VHwp28F3Y1Klv0GbqapYbY2vo5DH8nhim8pwr09fwJA2FA1kqD1vnYgKtfbjqSRXHQk+ldPUmztWEOww2xNXIFG8rCt7hVOlnyF6IleLsxRkkfaLRRYrpEw1YfG7UQSNIyHJ1CXtIaumBKvwNDkGKGntYFbp49giohk68NfIulYNgObu7ytTffI+MNjLgnPtij5kXAAiDqjDxmjlhHcAl37Gjkyo6b+z07G94j4E4D5JAxgbotGcGiobW7BOdwH7/1ESVFaRM3cFltO/iJEvK3hdcbCk2ifV3J26cIZC09kdccxLuZ/ZsHjRNn7QZLonZkBD0TncqboMbY2vkGYe8J3nXIOQgqFn4M/NBmHTMLzIWjwqHXE2ToZnh+GIHnYW/MCLm0Yp4q/FHDz7sg8igeC+377QZLY0fAKasnNe+VPsqf6F5wsfQJQPMKLhm5S3H9ZqVgkrKArtjRglUQWBIyuCW97UFHPBQoHbtKUvJr6FP+wCaPbjlut9XlsODKT8wWfY1PTW2hENy0pa32ej56yUJO0LqTLakxeg1r2sKvuJVSyRFH/FeIcFjRuJ6KgYTw8iZrk9XTHFAVU5AOU9Zyj02oDWcI+bsXulom0Gkg9mI9k8mBZ2wnX75Hxh0EgElaJqkVJeBZzyRhZQu3QIhsm75HxDO4R8ceMmqY2/vKffoKkkTB2mUlriwC3CpUo0B1TiG13Ofz6L6Bi16IkDNCQtJZCy3W/3tJZLO06jc7j4ETZEwG3v5j3Ke6v/Bk6l33BH9fKzvfomWcUYQtP5FjZk+ypeYFwl82vxB3mVPKJQwqFn4UkYZq2MmKI56W3D1FZ38Rf/vHXQ9/+Q6C9u5c/+5v/x7QmTOnPlTxIQug/kVFTKgWW6z5ELEgedtc8z7Q2nNNBSBigO7aY8sVK27OQJHY0/AqN6OJ46ZN3CVZ0gVpHe9IKZZAlipT2nqei7yLLuk4xHp5IXfJanz5xSdBgnh7FoTWxq+FldK5JThd/Magbm8FlZ1rw/15ZzamcK3qMLY1voJHcNMxJ9NK6HXTHLD6oUXsclPReJs121xJTK3uoStlEb0xhyJ9FvL2P5v1/CmFpkFHGmfVf9LY2ORLtJJ7OQtLJ1LQ03yPjEOAl4Z3NmKvjMfVGIjiU5YmgJCz7PzRLxg9WPUPMjWTCOiOwlYzcI2PuEfHHCtuEnb/8p58AYM+zIoa5kSWZmDvJyICIgLp4E+LfXg19p2o1Ll04eQM3aUrxnYUkjLWSOVTFsfKngm4uaoyMmpJZ23GM8wWfC/IikXDnGGcLH/V7yqUzcXDJN9lf8zzb6n/F6cIveIkia7gaRwiCLsO0jdzBO6SNN2OYnkBSaxk1xiMDdxo7OHDi7O99ZtzR3cd///sfI6PCaoyjZOAqS3rO4lHrGIrIoDV+6cKWn0BnTDHLu9/3/i1IHnZXP8+0zsTp4i8uuK1HY0BGjdFhxWGMDv5CSWJ7w6toxWmOlXzN+966dCayh6tpn1saVqupzdhKbcZW1C4Hy7pPsabtMCpZYjgig5rk9YiClmRrM2tbDzJqTuNE8VcW1BeEe+w4NYEHaOPhiZwu+iLbGl5FK7mpztiGbsa8JZjgKtHaSuHAVaIcIyBLTBljaIpfTuHATVSyB43kojuudMH3bi7UoguV5GEkbSU8fjfDeVZNHdYBPZ+px9QUQ2RdHDV1rXz9z/+Gn//dX4R8jP9M+Okrb3LywlVkjUTKsVzESDeSCKiEkGbC8zFLxvuqf4ZuOIy4qwZULgFRK3HoxAXGbHb+5GvBB6z/UXGPiD8mzJajZWRGNvXgSLd71dHTGiOSSiDKNc7+mp8hqzQMmVKpTN+KwxC16L4bEpZTNI+Ida4p1rYd5mbGrkV/PJfyPs39d57BMG0LqIRe1nkCe1hcwL5WANQ6jpR9nd31L7Gn5nlOlH4FSa0jbbyNrqgALkqSRPpoPdkjNURODihOSvoImrQptEtaKL2PvMFbRLjGlACC33OZem6ecN7gbab1ERwt/BxcfQdj3UWWlOlZP/6uolTWR9AdnU97/DKc897Hvqg8VrUrQ3tB8rCn+nkcejNnivzFaIFgD4ujwHKNyuwgqUuSxPbG19CJDo6VPOlDbsPhKaRZm32JeA5EndG7/mx0WFnR9T73Nf4ateQmZ7qam5m76ArB+9ngcTAYFlxAZQ+L4/2SL7Oj7hU0opuxsAQf8ZjONUlR3yXSbG1o3Q48aj2DkZlUpW31GpgIHhdlvRc5tPTb7K98lqyB23QkhtbCVNxz0Uf34EWA1iZ7yehMaxN89c/+kl/+81+HdIz/LHjlt4c5eeEqzuRJxouHcCU5SDiaw63DR7AMDsATpbBk14fer1vQcLC+n4zhGkp2bmDosx0YuyMwt0Vz4cpt1ILA974a2m/mPwruEfHHAO+acIaFsMYoHKl2nxalhuR17Kh7ieNFjwGKyX7hwE121r0MKhg1JlKdtuWut/E8tCeuoKLnAhqPQzHWkCS2NfyKgcgseuIXLxGKah1D5jTWdhwNOOtNH2/mg7xPLbwTtZr3yr7GloY32Ff9C06UfAXD9DjNSasBiJgcIG/wDkm2drQeJx6NngFTOteLH1dmhKIHvr8Gxiyw/SnyitNpjlv6e18znkvCPXElCLKH0v4rYO2HF7+HQ5a5onsSHvlrEEUKLNfIstaTP3ALGRXjpiSvVaiyTqwnebSJZd2nmdJHcnbmMwwF3VG55A1VURnoSUliW+Nr6NxTHCudQ8K2ITjwf2mKjmVzegAHqgBwGKO5WPg5sgdus7T7NABLes4iqQR6Fpl9aj0OJvVRvg+O9sKhf1ZCPjZ+gSlDNCdKv8rOupdItTYxqTOzte5VzNMjIMvYjXHUJ66mM6404PJJ/sANpnUmJLWOy7mfYkPLO/RF54c0+8oYb6Y+cXXgJwOQsWZKi6yXsKlt98rUc/DagWMcOH0GWS0xtLULgMRjuUgDMpbOFuVFNw4tQMQBatOzqHwP+eJrdAIxSSmkqQvof6gZR7aN1AP5nL18E1N42H8qB657RPwHxlxhlkvrwhDuQTPq3ycsClqSrM1YovMZjMz2rutFTlootlxjc/NbqGSJCWMsNckb/CwCHfoIivqvUpN+H2s6jyMgcTU3sBdyIFzKfZCH7jxDmHOMqTmz8KTRZiSV2i9SLxjOFT3KqrYj7Kv6OSpktjb9mjDHKKhUTOhjqUzbEjiUQJbAOan8f8qG3mWnJUGZ7f2+yHg+CQN0xZSyrOs0GCMgJg1GuiFtZvCiVtOUuo6mVKXSEOYYpaTvEhW951neeRK3Ro9GdLK27RCjplTOFfkPYhZCV0wZJX2X/Z+QJLY1vo7BPcnR0qd8y7zHfwIXX8MGOB8NvuQwHxlD1VT0nONC7sOsbz/I7bTtLOs+RXnfRa5kP4DVnBJwO43oYtwY5/vg4X+BS79W/lXsgog4tOI0NmM8MfZeopwjdMWVcTNrJ7awhEXPLWe0hoZ45bMejsygK76MnfWvcGTJtxbdVut20LnQzH4eGaskicEt3bgSp+6pqWfgm6KkVLASj+WiGTNwbNXTMKKFpiuw83fUamQtBXMcgsdJZGIGmkkNyQfy6X+oGY/JjTtm8j9dhOI9Iv4DYr46OuVwHo4YO+bfxNIUGUvdnPak7pgiyvs+wBLtW8odD0/iyow9ZbjTSqHlGqs7jqGWXDj0kTQkrKQ7vpza5PUs7TmDNSyBRGsTRyo+pKWcWsdgZCZrO45yek5pdVnvWVoXCBLw2YXLwZKeMyTZOlDNjJBtGjNnKj67uGBLo4P/+ja03CA/MxXnVJcPAf1byTgQCSsnrUZSa0mYHmTwL08pzlRx6QH3MWWM8Wk3Sh2uZXXHcQCiJi3sq/o53RHZ1KVsRNQtLlBz6cIAFTrXpDcQA0lia9MbGNx2fxIGyFsFZ16AuAy0YWZ0rglcs33aQZA62sCyrlNcyP8MoxHp0A7DEWkcWvZdSrrPs6n5TezGOC7lPOi3NCGIbsbD5wm58lfDpTcgpZDS0TtktzUiSB6GTalICMiCgFNrComEBY8LnWuK9jm2lrczdpA43s7q1oNcm/nuB0LmTOvWoqIutZqjmmLyz/2A3LLlGPrCcCVP3WttInCKUuqbhQgegSmdiZzB2zTv/2PEB//b77R/o3Oc1cMfEPHIV3DqTNSnbmRF5wmEKYGkQ/k4k2zoR4z/6YIi7hHxHwiBWpSECQ2edg9nD7yOLMvwZ6XKjRUl4i57qGrBfU4aormVpawn6lx2CizXKe+/xPKuU0zrwtG5p1jZ/h5Xch/8cErlGVzOfpCH7vyIcMcIk8ZY1C4HOtck9clrg24zS76ptnZUopuJ8ERuZOyktP8yHpWaZFsHYdMTTIRyPullkF5GftXPqA1wzN+VjIOS8AyshniyRmoYzHkADOEh7VMQXSztPc+oOY0oez+Hln6brOFqskbr2V/zc1AJ2AyxNCSuWjBtaMoYTYHlGjUZipvWfU2/xjht42jZ04EFT8v3wz9Vgj4cd9Mb5A3epi5tc9D9J1mbWdl+nEu5DyokDEzrzGQNV9OQuoG69M3UpWxgbftBdte8wGBUNlez9npLyCpkRPUcbYAkkZpfRt5T3ydCduCyd3EjcxeW6HxMjlG2NrzG+8VfYmfdS0gqVcCWqLnIH7zJtC7c71rPFD7G7urnSLS2ei1A56Ng8CbdgTQI8+FxwU+fpNkzzeSknTXh+4hoimU6aYru7U1w6j8nGQciYZUoICMgIdMZW0L6eDMFgzdBpWZCH01r/BK6Ykr8Pi/VvH1nDd6htP8KatHJUGQ2JyuewqmPIGG8HUmt5WjJ17i/+lnCOqJQ6aT/dKlN94j4D4CR0TH+6K/+AVusFZdhmqgbCWgHjahkFV3qGGTRo7xwtBdQiNilDcOlNZI1eJuOhMWFKi6dSbFDzNiK4HFR2neRvMHbCEisaT+M1KVjQhfBsCmNzrgyJbBhMajV9EfmsLbjKKeKH2d151HFS3nejCMY+fZH5XkVuCu6T3EjYwfm6TG2NbzGyZIvBxbVzIPOPTVTbgw8C/+wZLwYCQM0J65Y2JxjHgSPi721zzNhiOF84SPsq3yW5LE22hJX0DYjnoqcHCB/8DYrut9H034Et9ZIb0QW9Skb785+gZ6IXDKtDdSwlfsa3yB8eowjZV9f2OYxXFFZW0zpJNvaqSMwEcePd7Cm7QhXs/cxFJVz95iRuaSNt9IwGxShVnMl79OoXQ7ua3mL++88Q1vicmpSNnq3MU0NU9F3gThbF5KgoS2hlHOpm3zOM3vwNpOGKByGKN4vfpwddS8jqQQaFxjIZY/U0BTAW3paZ+JW5i7WtB/mYMS3AtplGqdtNOev9HvcD2otxGdCfxN9hXtwqfXoxGkEj5q03xbhMbup6fjP1drkJeE9zZiaojF3xiDYld/5sYqn2VX3EjZjPCdnviORkwPkDFVS2n+ZZV2nENVaRsOSqE9e6/VbV7scrO48RvxENx61nvqk1bTFL/VR5SeMdzCpM9/tM676KYJbQN8bznTq5H8aMr5HxB8xbBN2nv6fSuqLdtRAxIQOWZbRTOgQEWjd8WegS1ZG6St9y25tcRUUDdwMiYjnItw1TvZwNZaITGInLRwrf5pEWwcJE10k27vIGa5GJXlAEHBrjIzqY7FEKWvU8rwb3LXs/Tx050eYp4aIn+jhTJHShhMK+c6FILoYNqdjic5HI7nZUf8Kx8u+tmgZtbD/KlPzs2jnIVQyDoWEQTEn0bRNh2QVOp+EAYYiMsgZuu0Tej8ensiNbMUHWpA8ZA5Vkz1ax56a57zr5Q1JK+mMK6Vg4DpbGn9NuNO6OAnPQV90PtkjtQGfi5noYX3Lu9zM2IklpsDnuYbk1eQO3fHbRtQZOVXyZSImB9jY+i7ZQ3dQSx7233kGteRmNDyZkyVf9c8KnkGivYf+mZ7qKWMMp0seZ3vdK8gqgaYkf0GVILrQuyaDhjz0xJWQOdbI7vpXeK/sSZ/noiZ6kVRqphf5PgGgUsF/O0B2w0FK1eOoRRcAGquRnk/VE1OVjLo9gpq6Vv7of/89P/4//3Pxff47xnO/foejpz5A1kqkHMpDMrmRpwUkBI5VKC1K/eYsCgZv0Tfz3RkPT+R2+IxQS5JIGm8lZ6SGDS3vopbcCLLI/dXPYjWncqboC0H70hMm+xgKV4hb1Bk5XvYU+2p+QcK5DGS1DIKMy+ji8MkLuNwuvvmFz/9B3pM/NO4R8UcI24Sdb/3F3wLQ/fl60BA4ynCzv+UhKDOzov6rIIoh34xjJnrY2Pw2jYmraUxdz4O3/pUwl42+mEL65hnzhzutJI21kTDZQ/HAdZb0nEMly0hqLQ6tiaHwJLpiS+mJLmBL4xuIgo48yzXSQiTf+Zhtd6pPWY9WdLOn5gWOlz3lMyOcj4zRBm5lBHbpmovFyDhUEp6FqNGTOtbkdQ4LBMHjYm/N80wY75IwQHtMKevaDgXdThI0tCcu82YIm6eGyB+8xbLu02g90wiySPRED4cqvhXy5w4wGp6CIHn8Ho+y97Op6W0q0++jJ95fFT27bBHmtDJl8O9htoUncrTiG2yvfoEI0UpndCE1mdsXPR+ja0L5bszAbozldPEX2Vb/KqJKTeu8Vqu8gZtKTvUC1/xBzkPcX/VTSrvOUptxn/fxsr4PGA4hkjF6opcVXe8T7rTi1EdwJ2krYS4bOSPVCKKb1IOKmnp0ZT+m5ii4CZ/95n/l7Wf/adF9/3vEz159i/fOXcEV78BWOIwjzU7i8Vw0Ho2XhAGq0+9TBo2BIAhYovO9epaCvsuU9l3CqYvgfN5nF7w3hDmtdGTs9P49bYjgYMW3ub/6WcQwFyPruwjrjCRcZebE2asMDY/xF9/7aAx9Pk4sfve8h98JsyQ8Fm5FCvP4kHAoAQ4AklqHUx9BUX8AJW0AJFlb2dT0NlWpW2hMVdbiRsOTKesLHFo/aYimNWkFl3Mf4nj50xxc/sccWPZdLmffT39EFjHOUda3HiTV2oRWdKHzTBE1PcaNjJ0cXPY9zhQ9Rn9MwaIkbHRYkVW+N9eq9C10x5Wyp+Z51B5HwO0MrgnUkit4sk9XNVz5DcxEM86S8UsHTnDgxFnvy4KS8I2DiuJ3Vp09B8PGJLIWyOq9S8KxPiQMMGxOVyoOohh0+7mYCIvnVtZuji75Fk69MqNzqw3sr/kFD9z+ERsa3yLSbll8R4KAKGiItPd7HzJPDbG58dfUpGygI2Fp0E0d+giyhqqDPh9r68LksnEzcxc5I9WKi9dipyN5GA33VV9PhMVzpugxynoukDNw2+e5nJEamuOCn6OyU4GzBY+QN3QH8+Sg9+GYqQEaE4KUpUUXy9uO8uDtH7Gx5R1GTCkcq/g675V9jZ64EjLGmuiJzONo+TdwYyT1nWKQYCrThizISGYPf/EvP1n0ev+94bUDxzhx6QqyRmJgZweODDtxh7OoOXSeQ7cacYl3W5BcunBklUDceNei+y0auM7l3E+hlj1saDuw4GsFycNEuK+IT9QZOVTyJBMdVqIvpDK+fJC+/a2445zcrmnkhbfe/Z2u95OMe0T8EWCWhIez+lG71Uyl2z40Cc+iMX45uSM1i74uY6iaNW2HuJq9z8f84FbGDuJtnaGfvKBmODKT2vQtnCl6jCPl3/DOZCWVgNkxjM4zFdIMeBZpow3KTGcebmfswBKTz77q5wLe2Iv7LjNpCLKObB+F//spePF7cOQH3ofnk3FQEh5sh+e+DYf+CU4847f7huTVRE/0BTy0QsLPzZBwgFKZIODWhpG+AJEHwq6aF5BR0R+RjdWcwsHlf8zFpPvor7nGylvP8+Ctf2VH7S/JXEDEZw+LJ3fwDgDhjhG2NrxGQ9JqWpMX9vfuiiokzdYa+ElRZEPLu1SlbaErvpyRiEx21/9qwf2FOUaRBPXd78md41B9ClBm2OcKH6G85xxZQ0rX9GxZujWEZRh7WBwNyeu4r+nXIIqKe5cs+bVcpY40sKf6Fzx05xmipq1cynmQQ8u+y+3MnT6hJmFOK/Upa72tTbNkHH07CTHCRffeJmr7m/9DkfHsmnDf9javsirxaC6jtf10NlQh3TgE19/12WbYlErh4I0F91vY+wFutQFLdC5HS58g1tZNae/FgK8Nd4wGvY9Iv/ofnHvnFW69e1wJigAc8XY8ES6OXrjwH46M7xHx7xlzSXh06QDqCS1TCRO/EwkDdMRXKHmuC8xACvqvsqzrFOfzP+O3/jdljEFWCcSPd3z4ixFF9tY9j1Nnpi2uAlt4Itey91Lee5F9Vc9imhoOaTexk72MBxGHXcvay0hEBvdX/8JvBpk61kzlHIGQD1QqEGZm2fNCCKYMUVzIepCX3j7En/7NP1MZv9q/HB0WCaYZkk/w7cEGGDOnopY8CPPe91kSthnjApPwDAbMmeQOL6x6n4tdNS8AcKLkqzQnrSR6ZlZr/fXf0nbiNU6dPsmJsq8xYM6kpP8KD938AfurfkZ5x/uoRad3P33mTOKn+ghzjrG9/le0xi+lKXVhpTJAY9JKDNPjAZ/b1PoOk4Yobyn9g5yH0LqnKOgNXqnJHbxzt8x95z346ZPw4y9Do1KdGTMlc67gcyzpOkPGUDV5A7eUJYoQS/GNKWuYMkRzX/OvKe25wMRMa5TOZWd909s8eOtfWdp9mo6YEg4t+yNOF3+R4chMv/2Yp4ZApbrbVTBLxrKBsPZIrEWDIED3nv84ZDxXHS3qlaWM2RSl25v+FKJTlN9Gvq+orjLtPmImehbcd+HATW5kzqwdq3WcLPkyeZYbpI42+L02ebwVlyZIyttAGwAWh4zarlNamxInUU9rFAHXfzAyvrdG/HuEHwlbdYrBzBsqKjtOY1wfjS518T5PHwgCE2FxLOk+Q2WWv/VhRfdZsoYqOVX8Jexhcf7bA/0RWZT2X+ZsZNaHup7d9b/ErdZzuvAxTNNWMhpexxKdz+HIXMr6LrC9/leMhSdyLv9zSj5vEES6xmk1BzdZuJT7EJua3mJ/zc+94qQwp1XpRY3yJ0lAUQp//yhYWlGXbCJtqIoUWzvRkxY0bofPSLvYcpViyxXsxlg6o4vojCvDY4qBvzoLEyOQHLjlxa01kjFST0eCoti+S8LxXCgM4sM9g/a4Mja2vLPga2axq/ZFQCFhBIGRiAw0oksRi2lncny1Bpw6M9UZW6nO2AqSh+yhanJGa8iufBZZpWEkPInW+KXopyfYXvcyHbGl1KZvCekcUOtAJWCaGvb5HsWPtRFt7+NoxZx1OUHgYv5n2NL4a7pjSwKKtRLt3VjMM8Q3ew0qFczJJR4zp3I+/zNsbv4NskpFXXJoCU2zOJP/ee6vepaIqUEGzZnsr3wWtcfJaET6ggKhucgZqsQ+3ymsp5ajL/8Es07D5ulHiLuVwljpkLfP+C/+5Sf8zZ9850Od6ycF81uUVJNqVG7Bm6Lk1png766BLPvNVqeMMahUBM3NLu06g0sbxtCc+4zDEMXlnAdY13YIuz6a8TnbJdp7GDUEvmfxtR8qy06rHuRwYi73Vz9L9M1U8Kj+Q7Y23SPi3xPmkzBAzNUkVJLAtfcP4XZNEzVhZ4/aDshMGqJpiV9CZ0zZorOAhsTVLO86SSW+RLy64xhJo82Lqo9vp+/g/uqfhaQCnsWu2heREXi/6HEQBOzGWEUINLOPmrQtNCStYX3bQR6682OaE5ZRF+Smr3M7Fg1MuFDwObY2vM6+2uc4WvoUpf2XsRkD3EgliYSJTlKszSTYezFINqhpQNQYGDHEcyttK5bIXCKdQ2xpfANZ0HIrfRtD5gyK+i5TMHSbst6LiIIGqymFjtgSeoO8LwPhaWRaG+hIWILaM82emuexhcVzIVgYxhxYzamoJHFRod2u2hdBlr0kPAtRrSXR1s7Akz+GunN+sxPmCb7ixjspGLrFmvYjqGURDyoG58cxLoIpfSTZw1VUz4rjRJF1bYe5k75NsUqdgzFTMu0JS9je8CqHl/q3+BhdE/RHzwi1Su+D//qOMljL8RVoTRqicGsM6N2TlPZdorTvEjBjkKia343qD0HyoALiJ7qpTt1MR3zFh1o2SbG1U584r2xfdw6mxpmYguFxG8mGBCLr44iqSsAZP0Vtb8u/SzK+26LUhLEzgsiWWNQ2pUvCJ8BBpQr63o8ZEygauM61HP/c7NzhqoDxqYPRudQlrWFL4685Xv6Ud1kgYmqI6mAVr5RCePj7AIjgjVBUyRJM8x+OjO8R8e8Btgk7X/2z/w1AWEM0YY3RIIFKVjEWloAmJR93Rw1jRds5uPx7hDut5A7eosRylaVdZxA1egbCU6lN3Riwt7YvKo+VHcd8ogk3Nv+G6Ml+jlQ8vahZh6gzImp0ZIzUhmTsv6PuZVSSyHulX/O5qUlqLfETXd4Rr0dj4HzB54my97Ou7SC5w9VcmdejCsrN0hoW2Bd7Ls4UPML2hl+xu/6X6NxTXMh7GJNjhLTRRpInOjE5RhAkD6Jai10XRXtMMW0JSwJe/5r2Y3RGF+PUmSnv+4Dj5cVUZe1gtlgcabdQ1H+ZZd2nWdl+HLfGwEBEFm3xFVhNylpjfco6tte/isbjZHfNCyGT8CxcunCyh6u8ZDkfwUgYYNwQS8ZoAwM5uYppxyIYjszEFhbPrpoXUOPBbohmRedJNG1HcOojaExYvqBYC6AjupjckWpmJVtbmt/CbowN+p2pSt9KirWZlW1HuJHje46C5GFkrlArf43vxqLIhtbfEjfRQ19MIfG2TqpSNofkhT4LnXuK3dXPoZHcCLJE4lQvHVSEvD2ShM41SUfsvOvb8Ch0VEJkAld3/hX7ap9D63Fg2dVK7O0UZLuK2vo2/uRv/pF/+YvfzWHqD42XfnOQA++dQ9ZLpBzKRzaKMy1KKo5VfD3kFKWq1E1sbPmt3+MVHSdx6syMBhlwN6euI8Y5yI66lzla/nUQBLQeBz3RQYSYsxBFsoeryBypQxI0CKKL9N8UI+skJIOHiTgbh09dQJJlnvr8p0O6hk8i7hHxvxG2CTtP/7nSJ9zzmUZkreT1jva2KOV+lu0f/D2n7vtfgKJWrsrYThXbFWeisUZyhmvYXv8rb/JQe0yp4q2sVgQvY6ZklnWd4mrOA2xrfA2ja4JD5aG3t7RFl1A4eHNRIt5W/ys0nmmOlz3pRw52XSSpY80+pSdQZkfHKr5B9sBt1rUdYlpn5kzB55Uftygiq1SLz1IkidjJPvoic5SWLWBz01sgCExrTVhMqVzP2Bm0/D4X0RN9GFw2Kou/DGo1hQPX/Fpzxk1JXM2/+8NNHWkgf/AWG5t/g0oSceoj6YnKQ5CVFKXx8IQPRcIAlogsskZqAxKxQsISJ0qeCPjetMdWUNF/IeRjaTxOdtW8wJA5nWltGNFTFo4s/TY69xT5AzcotlxjSfdZXLow2mLKaExa4/fdaUlYQcnMjDRptJnIqQGOLmKNerboMXZXP0+rrRvrjFOXn1BrHkq6zpI3fIeJsASOlT+FS2diVdsRskeqQidiycPO2pcYiswkcaydw+XfYFfjK+yv/hlnCx9lMkAb1nwkTHQgqbX+v6GIePjW3VadWW/qxJO59D5cD0BkTTyddfDw1/+Md37+z6Gd88eEf/jpi1y9XYMnehpb/giTOeNKi9KUzqdFKRSMmVMRZNHXg14UyRqt5VyAgJi5uJr7ELtqf8m2xtc4mz+jr5j/3osu8i03yRhvJnx6HCQRl87EgDmDqvQtbGp6CwBJEJlMH8c4bELSiRx9/yINTe380//605Cv5ZOEe0T8b8BsOXpansaZNYmslwKro/VGDLFJpI/W+2erCgK9McX0xijBB0oW723yRqop7buEqNYyEp5MV1QhFb3n2V37Iqj4UEYPAHWpm8i/c2fBsPstja9jcE1yvNyfhAF6I3PJGmsMeoz2xGW0x5ezqvMEe6ufwxKVTVtMBeJckxBJImrKQoKti/jJPszOEXTuqZn+ZQ3T2nBElRq1LNKUsJKG9CClqwWwuvM47TGl3vfHGp7C8u4zXMx/OOg2vbFFdw04RBcFlhtkj9YhyBKC6CTMZaOw91JAAgv6fsRVkDH6pt/ji5EwQE9MIcu7QnP3UmbszzNiSuVq3kNETg6Q0aSIY1zaMGrTNlObthlBdJEzeIeckRqKLNfwaAx0ReZSl75F+YzUahDURNn7WN1xlJuZO4NHXc7AqTNTnbaZTS2/5eCS74BaTc5QZcB+5NSROpZ3ncKj1nOh4PPeygNAd3QRKzuPh3S9SBK76l7BqTdxJfchHrz1A0SNnmPlX2dJ50l21L5EXep6b9JXMOQM1zAaaPljPgKkNo0vHcLcHINKB3/xg2f4m0+oA9drB45xtaoGSS/Sv1cRQKW/ptxrThc9+qHzhAHshmgKLde4naWIslZ0vofDEM14+OJVrxNFj3N/9bPc1/QGolqH2uWgaOAaKeNtGF02AJy6CPojMunM3O2zFh033okkaDla+qRih9kVjeWBZuW582m0dfXywlvv/rssU98j4t8Rc9eEw5qiGC8eWrBFqc+cTd5w5aIh5059BLXpWxSRjSSRaGsnb7iK8t7zqEUXYaKLa9n7Qlo/84FajUsXTp7lBk0p/haDmxrfwuQc41jZk0GJujV+KUUD1xY+jqDhevY+jMkb2Nj2LhtbFcHSnprn0bkmUckSkqDBpTUyaoijNmmtEiE4Q9aCx8UDlc9wrvARNjW9TU9ccWh2nDOImehB75qgOmsH3D4Go71cWf8Z9tW9FPoauVpHd0wxRQPXmdYYsYUlMByeTKa1kULLNWRBw2hYAnXJ67FGBF/7Hg9PhHnrxDtrX0QlSbxXGpyElXNQIwtqoif6giYhgfJ+7a55gfGwRC7PzPADHReUvvSW5NW0JK8GSSJjpJb84Ttk33kGSa3FYs5gUmdmU9Nb2MIS6Y0NbXbalricLGs99zX/mrNFXyDR3sWA6a65hmlqmM0tv0HtcXEnY1vA34AlMhv1TD/4YtjU8g4aycWJsidm3wX0nimmdSYqM3fSEVvO5ua3yLA2cib/ESSNvx0mQNxEN5dzHgjpmPPJuP/+RpCg+4FGOC5/Isl4dk14eG03MTeV71DcgUyaq25iiophi6AMEu3GWLqi8umKK/dp6wqGuuR1rOg8yW12gSiSZm3idPEXQzonnTRNc/wySma8EfbX/JwpQzQ90Xl0xpYFHMDNInO0nnFjzF07zOpnSTqUj+WBZiYzxzEMhf+7TW26R8S/A+aS8HjeMGFNUSCqFmxRqk3bFNyZJhgEgYGoXIYiMtlT/Rxq0YVHrWNZzxlWdrzHtM5EV3QhLQnLQhrZNiSspGjguh8Rr29+hwjHIMfKng6YDzsLUWdEJcsIHlfQm9ssHIZI6hJXsbr9GKD0Q3fFFi26nl3RdwGHPpJRcxrNSavY2vA6h5b90aLXNovVHcdpi6uA3np4VokFdEsirqQwivov3/VTXgDmyUG2NrxGc/IqnOpwCgdvcLHgs95t48Y7yRuuZEPbAdSiG5cunO7IPOpTN/jO/oFpvZm8wZu0JK9mZ+0vEeaTsMuheIwn5c0/Dez6KDJHa4MSsSC62FOrmIpcLPjsvONGkD94g+bkNQG3RRDoii9XlipmLAoLB28R4RgBQOdxsLb1AFZDPFZTMqPhyQvOjs/mf477K58lY6iKsOkJ+tPzUIsuNje9ScTUMG0JS6lO3Rx88DFtx2afJNbWxcgCDlnLO08SNdnPoYq7pCerBAxuu7dXfdyUxKGKb7Ol+U3ur/opV3LuZzDKNyhCkDyoRfeCx/KBKJI5Uo1Ta0LvcJD6biGiye1tbeL4J2tmPFcdrRlXlOqJR3NpuXCLxpuXlIH8/3cZXUQMRX2XyRuupqT/CjICtvAEOqMK6YorCXg/sETno2k7gs49xdLOk0yExQVVqBumbWQO15Bma1P6hpFxzyH7lvilQUWe85Ew0UXtjLJeVAkcrOsjY7iGEvcGhh7sgMsquj/171PAdY+IPyTmq6NjzqXiMbkW7RN26cJBJRA90es1RQ8FgqSsUTr0EVzM+zT3Nf6ag0u+DaJI3uBNckdqyBu8pWQER6TTHLeM4cjAN5f2xGVU9JxD557yjnxXtx4kxt7H8fKnFiVXAI/WQMpYy6I2kVkDN1nSc4EP8h9mVcdx5Lm9mgsgfbiWCzPKy7rUDaSONbOp8U0uLNCzO4u48S507kkluWi0F/RhMD0FUUncTi1mZdfJRYk4aqKXLU1vUZe6geakVag9Tsp7z/m8Zjgy09uTqvE4yRqqIsvaQE7lM6BSM2aMozFxNQPRufRFZJNpbVDK3JLoS8KSBH+3H/oa4aH/Afu+53Oc7ugickcC9yILkofdNS8yqY/yc/YC6IvIItPaEJyIfXYmeO0J19j7EWSRzqgCoqcsZFobyB++jTATTCKjwq01MqWPwmqIYywskRFTClOGKK7kPsC6lgOATPZQFanWZkYiMjiy5JsLl7gdE/BXWzkzZiFn1MbIp/8h4MvyLddJG6njeJlvHKQsqNG757mjqdWcK3qMjKEq1rUewhKTz9XMvd73PmO4Fo924bJ7rK2Lov6rxDgGEUQ307pw+iOyYbCdoc4m0nIKSXgvi5H13Z8oMvZLURoHwalGM62lJX8v3LyEVqvDbQjHpQv3ETGGOUYp7r9CycBVlvScvdtdEFNMb3Sh9/1z6CMp6L9K8ng775d+xXvscMcImcO1pE60Y3SOAUpgR585m8bcT3knDA/e+iEf5H+KDc2/xSPovBnfC0HrnlKSngAq30O++BqdQExSCqnaAlDLqNyqf5dq6ntE/CEQqEUpbMDEYGc3V08fR8xeAd/d4WcwMYvRsEQKB29yJUQiFiQPu6ufx6E3c2YmE1hWqYiy9zFmSrlbZkQhkNK+D1jXdgCVJDJljKE9poT2+AqfUe2kIYqi/stUZWxnZdsREmydnCh7ctG1wFmM6WNJsbUuSMQFvZcoslzjfMHnsJpTqU7ZSEXv+UVVu2nDdciCmrE578+ZwkfZV/Uz0oZqA/okz8WqruM0zzozxaTC/z4Dk1bIKMcCCJ3HiRvvCjpQiRtrZ0PrAarSt9I+0zssagyoZDloWdujMfh8DtH2PvKG7rCy8z00bS5EtRatx4lDH8Hx0nlr755pr3EBff5r7y0JyyjpD2BPKnnYVfMC0zoT54oeC3gt7XEVZIfgyDaLxLHWmWSm/SzpO4+o1nClwL8VReeaJHm8lThbN/H2bjLGGlGLLlSShKxSIciKKUuCrZP3Sx5nMpRlhckxGFd+TwwEdvdKGW2ipPcDThd9wc+bXFKpMbinAm7XFV9Bb2S+n5Ary1pPv8n3e2B0jlPc9wFJ9m60bgeiWsuwOZ2rWXsZjMgCQUDjcaD/yX9hctxKf3cHG/c+TPKRPNDCeM4Itb1NHysZzyVh3UA4UfXxaK3KjPhY+dOIOhNkLWNT73vUuK0M4tulMWWM4WbOPu/fUfZ+CvuvsLTnLCs73sOj1jEckY7FlEre4C2m9FHkDdwiaaIDvWsCVAIOXQTdkXk0F6wIPviWJUbMGZwp+gJb61/Fo9bSlhQ8OSt6ohdZUN8dgGUtBXMcSB4qN/4pGYMnQJYw18cxtnrg3x0Z3yPiENHQ2sH3/+FHSBoRfX84KT25qFxqVB6Bpv5hROck1J8Haz/EBb7R16RuYlPzb0I6njLjeZ5pnclLwgCWyByWdp/lbPEXfF4/Zk7lg5lZo1p0Udz7AYWDtyjrvYhHo6c/IoemxBVUpm5mTccx1KKH5LE23it7IqR1oVl0xRRRZgnuqFTedZrs4WrOFH/RW67qii9nSc/ZBbNkAcr7L9KY4Ntn6tEYuJpzP2tbD9EfmYOoC/zDThhvR+t2Uj83izc2Tfk3e+6RBSzpPcupyC/7bZ802sya9iPcyNxF77xBhqTWEjvZt2gvNIDVlML1GRGSILrYVfsiWkDvmuT+qp8yGJFJc/xypdysM8K3noeGi7AjgJG9WgMIhDutd1XAksSe2hdxa4wLrsvZw+JAllGLLr9y+XwkjLeztvUQ17L3YonJJ2bKQs5ILS0BZtMuXTid8RV0xvu3CandDu6v/CkCMhpZZFvDa/RFF1CTsiGgxakXcenwtR9Bdw1FyVra5j0dbe9jVftRrubs9/MlBhAFNToxsF85KEsq84Vc5slBrhftoKjnIpljTehdE8iomAhPoC5pLV2xJYqieh4KLdfp1ocBVobji3FpjGhxMLqkl+j6BORJgdq6Vv7b3/0L//jnfxL8mj8C/Oq3R3jn2Gkko0jKgQJknQRulX+LUvYypqRu8gdvMrjA7xGUjoi53QXxY20UWm6QONWGCgifHiN2spfW2HJaEpYGjKecD6PDqpAqivf4hcLPs7nxTTxqLV1B4k6zRmqx6+cMGuIy4B9uAiCpNRxOzOHBqmcwt8SgsenwRE0zuKSXI+f/fawZ3yPiEGCbsPP9f/gRAJNZ48gaGZVLhbktBrs+kuEH/womvw+ZFUFJGJQvtUoWMbhsOHURQV/nJWGtye9mW5eynu11Ly94vqJa580mBkgebaRo4DrbGl4DZNSSh6yRmpnkow+nmuyOKWFZ96mAz61sP0qytYX3S77sJ7poSlzBiu73ORrkh29yjKB1O2gOICQbiMrFElPA7oaXg7bTrOg8QUPiwlm0dzJ38tCdH/mU5gHShmpZ0XWSqzn7vSXauXBqw0iwtYdExHOxpuMYGsmNSxtOTcoGprQmii1X2NTyG5AlpWoRX0x78Z8HXRZw6M1kDtdQl7YJJInddS/iEXScKgmc2OVz3vpI8iw3vAEggRA33sW6lgPczNjlDddoSVhG3uCtD3WtALvrX2IwJo8YWw/XsvbgVutZ3n2aPdXP4dKG0ZywlJaElYHXiVd/GlZ/GvWtHxHmGPX20xud42xqeovq1I0BPxsAj6BB53YGfG4uZoVc2xpeBWB7/a9wGKLojC6kPb4ipAjFjNF6xp/8Z2wT01C4gaNqHfuqf0bMrVR6H65H8AhE30mite0P29r05//wIxpbOxAj3NhyRrHnjZL4fi6aaUPAFqWOmNLQVepzMBSVQ4RjhNjJPiSVGkklYHTZld9GCCQMynvo1N+9/1lNKVws+Awbm36DKGgDigQTJ7r8Bulz3fxEnZGTxV9mZ/3L6IfC0UpawnuikDwSh09e4MrNan7+93/xoa/3D4V7XtOLwDZh51t/+bfIyAxt7mJs9QCTGeOY2mLojC3hZPlTkFIAf/Y2fPYvF93flD6SfMvN4C+QPOyueYFpbXjAGc+kIRpJ0BA31h7yNfTHFHKm+EscXP49xsPuzih21b7InupfUNZ9FoNrIrSdqdWAyu/161p+S9JYGyfKvhZQ+diYtBaNx0nE5EDA3S7vPsXQAkR3NXMPyDLL2v1vHknWVrSe6cU9ldVq7MZYKnrurvlmDdxiRddJLuV9KuiNfsSYSPxkf8DngmFt2yHibN0cLv86FlM6mdZ6hqKyOV/0GAeXfZcjFV9nICyFgqFbPFD5DPvvPMPK9qNETvqmLPVF5JBia59p2XkJWSX4rMkthJ7IHDIWaDeLmehhQ8s73MrY5tO/69KZkFVC0M8qEDY1voWo0nA5635GItIpGLjBmDmV0yWPc2DFf6EhYQUFg7d56PYP2Vb/Kgnjgb+/9rA4CvsVZb7G42R7/St0xZQsWLZ0qXToxMWJOGJygHXth5jNFPJoDJwpfISG1A0hkbDgcaFzO+jJ2gTlO5SKxrygCEkjMbK2DzHSBWqZv/yBf6DI7xuvHThGY1sHUriHvvtbsJfMkPCMbWWgwfaHUanPRXnXaUr7L3Gu8BFsxni6Y4tpjatgc+ObrG07pCzhLIL4iW6sBl9x14g5nct5D7Gy4wRJ1ma/bXQuO+1xC5u12MPjOVjxbUCNPK2m91NN9DzSyET+KMOjY7z49rsf5lL/oLhHxAtgloRH0gZADc6USTTDepJP5CCp1AyaQlRczkFTwnLSx5oCPyl52FPzAtPaME4XfynoPnqj8lnSFzjRJChEkT01z2F0TXArYwfTOhMHln6XxvjlJNva2VXzghK51/wOCWOtC/6g3NpwUkfv3uC3NLxBjL2f4+VPBS9BCgJdcaWsaz/i/5TkIXqiT2nLCgZB4Gzho2SMNhBt8zWeX951krpFekZncTVrLynWJpAk8vqusKTnPOcLPudnUjIXvdGFmGbUxKFgTftR4sc7FH9mtY76lHVE2n1JTdQYqc7czrHyr3NgxX/hRuZuwqfH2NL0Fg/e+le21f+KnIFbtMQvJ8xpZUfDK6iQOFH6RJCj+qMjrgLjtC3gc9ETfd6M4u4AZeYRcxqlQeIz56Og9zJRk/2cKv4SCALtMSXEOIZ8XtOetIKjFd/g8NJvM6aPZk3bYR649UNWtx3G6LwbNtEdmUviZA9IEjvrXmIsPIk7WTvnH9IHbrUewwJErPE42dT0FlsbXqc3IocpYwx1yeuwhieyt+q5kD/bvMGbgb/f88gYDwhTGvr2NlPT1/SRkvHsmrB1yQCyShlizAY4BCNhAAQBj0ZP0qg/6QXD6taDZA3X8n7JlxkzJdMXmU2CvZeGtI0cXvINIqeGeODOj0myBknxmkGEa5xhk79OZjAym6s5+1nTdoRY2924xcjJASXgJYT+/dnWptmgCICJohFktcSR8xc+sWR8j4iDYJaEhzMteDwSYqTL65glo2LcGEdF3wUeuvkDdte8QMYC0XRz0RVfgdbt8A9wlzzsqXkRt9a4IAmDYr0Y7gydGHSuSR6o/ilOrYnjZU/RmbAErdsBKhXtSSs4WfoEB5f/MWcLHkEC1nQc56HbP2RX7YsU9F1W0p/mYCgskRRbBwDb614hzDXOsfKnFhV8VaXdh2Hahm7ebLq05wJOvXlRVfWUIYqqtC1sannHm9SUPNqERnLTEqCkHQj2sDgkQcumpjcpsVzlTNFji6rYByKylBCGELCq4zgJY60crfi6d212yhiDCgmdK7CgCGAgOpdzRV9QZstlX2fImEjRwHX21D6PWvJgnhrmSra/v+9CmHU+Urt8108jJy1sbnqTqtRNQQV0rXEVxIVQBYi1dVFsucr5wke8n/9ARDaC6A6YxyyqddzK2cehZd/lbOGjhE3b2Fn3S/ZVPkth7yV6YwrRuSfZ3vgqolrn15YVCNMaY+AZsSRR0ntBCYMQXRxY+m2qM7djcI7TmLSSy3mfpi2+gm11r4SUTpYzUktrXBBnOj8yViFGiHTvafrIyNhHHa1T3uv4Q1mM1Q9xNP+xRZedhszpIS9BbGl4nfiJbt4rf9Jb8WqNX4ZhZqAnaoy8V/Y1qtLvY3X7YbY0vuF335iFxuNkICIr4HOW6HxuZu5iY/M7RE30ApA5XINd7x8s4gdRJH2omtXtR/BoDGgnNKS9XoRoVu613TuaP7FkfG+NOADmkvDoUgtp7xQwnjPibVHyqDTEOQY4uuSbaDwOCi3XKeu/zLKu0zj1ZhoTViyoEHZrjWQNVdKWOLPmIXlmBDgGThWHsPanMyMKepJHG73resEQZe9nc9Ob9MSWcCvz7szCo9GTNtrgo36eCE/g8qz7lChS1H+ZnJFaivuvIqq1XqFRe/wS1rYdZnfN88jAsbInIYgJyFxIgobBqGw2tB7kzJyye9ZwDZfyHlp0e1BasDLHGtne+CqnSr7M8u5TVCcvUJIWReImukgebyNmaoBwtx2tx0GcvZc76dsCpsj4YWYkrvE4FxxsrOg8QfJok+L/rdb7POfShpM1XBXQTMXvlHVGqrN2Ui2K7Kt9Dr3LjkutZ0vTmyBLTBpj6IguoT2ufNGWsylDNEWWq9Rm3Aco5dktjW9Qm7Ke9qQVQbfzIdMgMxG1y8GGlt9yO2O7T6qOksdsJHWscUFTkInwBK/oMH2omlLLFYos1xBkEfPkIKeLQjOJcGnD0E77DkyTrK2s7DiGJGg4U/SY93OOnuibUd8q71tt+hbGDXGsn8lbDuYLLkge9C47zQkL6BBmyPj+yp+gld2E10UxWTLmbW36yx88w1//ntTUfi1KgGDXUn32FD3NdVDbBP/z8IL76IgtYc1Mn39QiCK76l9CkESOlfv6DHh0RlSyhCC6vcK2zvgKOmNKua/51+yr+hlV6VuVII65kOWAiV2z6IkrQSO52dL0FqeLvkDyRAet8/3ARZGk8VYyR2qJcQ4pEwuUe6s1LIm6pLWUdb6PzTpCwrs5iJFuIhpj6N7XyJEZNfUTn/3Uwtf+B8Q9Ip6H+SSMCDgFuKiiRiPTsnIvapeD/TU/B8CjMXotBDUeJwUD172+vtM6E40Jy2iPW+pzM+uKKiBnpFYh4lkSVhtCEuB49xFTRFn/pQWJOG2omhVdp6hO20xb4nKf5wZMaeSM1gRvQ1KraUjbSEOaYjEZa+uipO/SjNBIRC2JqEUXp0q/EhIJz+Jmxk72Vv3cq+ZNGW0ClSp0YwXgfP5n2V/5U1Y3v4sgeWhPWoF5apAUawux9l4iXONoPU4EyaP0L6t1TOkjsYbF0x5WTqy9j5SxFsp7z5MzUs0HeZ/GucgaoajWkWDroC+mKODzy7reJ3WkgSNlc0I4Jsfgh1+EyTFaPvMdssaaQiJi5YAKCTt1Zjqji0ie6OT9ki+jdjso6btEwdBNynov4FFrGYrIpDl+WcCZfXdkHlnWemq5D/PUEPc1vkF94hpvu1VQCAJOfQT5lms0B+nx3Fv3Iv0xhQH9ywfMGeQO3QnZnas7vpzu+HI2Nb5J3EQ3Lo2Rzc1vo5Y8SGotlTeu0FNzHemBP4PtT/tsO6U1eSsWYc4xNrS+i3F6nOrUzX7EmjNciW1eS1VPfCl2QzSbm98kctrKndn0qTnIHqzErTUuXh61j3D4+HGiHYOsczxEdGUSYqSLgWU9cPv3Q8bzzTqiLiagH1LEh72qGYIbW3x9f9CcpQy2gkEU2VfzC6a1YQGDSQBEjZ6k8Vbf34VazdmiLxA/1s66tkPkD97ifP5nmdaZMDrHkUNwt+tIWIJGcnsFpjZDLCtbDxI3NYjOPQmyjEdrZCwsgYaEVfRG5/tUAJZ0neL6+fexNNeQlJnL6n0PEO6KZGzV4CeSjO8R8Rz0Dw7xp//fP2NNHcGWM4LGqiPyTjxTtnHOvvs6sugBXSrixseQA5hzeDQG6lI3UZe6CY3HSd7ALYoGb1LRc4FpXTjNcctoTVhGbeoGcu88421F8aj1H4qEARqT15AzVBn0eaWNqIoP8j4dMBC9NmUjO+pfCfl4IxEZXIjIAFHk/upnUUsiolrL9rpXQJZw6UwMmdLojilk0JwZ1EHJpQ1jzJREwZl/or5vlMz0KJrz7wv5PMyTg2QNV+NSG0gdV9aiHrz1r0gqNdP6CMYMsTRHZjNsTmPcmBDwPPKGq+iOLqQqfSvr2g+yu/o5uuPKuJW+Peh5T2rNxE90ByTiJd1nSB+u5XjZU77tVe23oeMOAK1DVkriPH7bBsQMCTt0Zs4UPIpacpM7pOxH1Cpry9VsByB+rJ0iy1U2tryDShJxGKPpjCqiLWEJHo2BjvgKCgeuE+4YYWvDazQlrAhKrPPRGV1IjrUu4Ovva3iNaW0Y17P2BNy2I66c9S3vhna9M1jdephIxxDDphRcOhNXcx7wxl6OvvQjJMcEkaefYUv0FG5tGINhKbQmLMOhi0AtuVnTdpgkawt9UTmcLHo8IGkm2jq4ne5PtGPmFI6XPcXu2hcxO0e5kPewz3chd6SKtpgQBhV1Z6GzEivQ299PVn4u0zEOEj5IQ5ZUVNe18D//8Yf8/X/73mJ7CohXDxzlN0dOIYZ7SDmYjyzIqDx3U5Tk3Mfg8luwZNfiOxME3BoDqSMNd33WZ6B2OdhX+zxWU3LAaMNZjOujSRlvC/i7GIrK5uDy77G25V32VD9HU/IqRFnFtN5/0CuILqKnBomatBDpGCZy2orBNeHtS1/TfoQxcwrN8Uvpi8pfcEYNkDFcR82UMsiwOGRUogbBLiFMapCMnk8cGd8j4hnYJux853/9PQDGThPGLhOIoJIErNiQZ8VLM20S1rAECoZucTXI+qJHY6AhdT0NqesRPC7yB2+SP3ybsr6LM4YEEg/c+TEOQxTvl/j3tS4GlzYMt9ZI5uAdOueVwTc1vUXUpIVTJV8JmkLjMEajQsYwbfNpJVgIatHF3uqfMxaewqTOTPSkhdMlj3ujytJH61nTfhRBdCOqtYyHJdITmUt3bJFPnu2NzN14froaHFM0JKZg3fq//A8miqSNNpA61kS0cwSdZwokxad6yhDNsCmVjFEbHkHLibKvLdynOg/hTitXs/aAWs3lvE9jdI6zpflNHrjzE25l7aQ30E3FlEbyZLff4xXd58gcquJ42ZN+RhMUroMVD8DUGPKaz0LrrzFNDS+cICWK7Kv9BQ5dBGcKHgVBQBT0oFJhnhrysxIcispmKCobUG5mRf1XyBmppshyGUmlYTgiHbXkYXvdK7QmLPNWOEJBW/wyCgau+z1e2nUWs2OEIwskM42Y0xQdxCJ5zLOo6DxF4ngb75U9SdJ4KyUWJYELQWAwMhs+9X24+Drje7/Le2Wble+GrY2Nrb9FO7MWGeEYmhEohQc+iCSh9UwHrSK5dCYOVXybvbXPs6vuRd4v+Yriuy5JGJ3jNBQtosoHKNsOBcrApWr3X5HR+gbhbVF0f74ezbiemOpEmpo7f6fWpu/8r7+jf3AYMdyDPcuKvXCU+NPZ6MbUyCoVO+t/xYApjbqtjweMUw2EoYh0cobu+BCx0WFlZ/3L9MUUciPIQGsWPVH5FA7fWfA1V/I+hXlykC3Nb6P1KCXkrQ1KgpzaM41qRscuCxrcaj2TGhMjxjhG4peSNVSNedqK3uOgJzLfa7SzEJJnqmziUz+FK7+BVQ9yODGXB6ueIfVAPrJaOZ4oyxw6cYGT567y2o/+btH9fpS4R8TcdcwC6P58PWjwBjh0xpZwa+VeSNsDo31KvyNQm7yBDa3vhrR/SaOjMWUdjSnr0LgdbK97BUGWEWQ3YU4r+6p+xpg+hv6oPLriShc1YJhFW2wZxQM37hKxKLKnTkn2OVb+9KLiKYc+gtzB20rAxCJQexzsq36O4cgsLuc8gGlqmG2jr808qfYJqQfFCSd34CZFg9cp7z0PqHAYIukzZ9IdU4wxKYPp9gaMafk4nWNkDVeRONGNyWVDEKcBFW6NkfGweJrjl2KJyvUZVCzpfB9bWDxjxjh21r7I8fKn/MLrA0KSECSPj+OTwxDJ8fKnlX7ijhOU9l3iYt6nfdqwumJL/ZyqynrOkzV0h+NlXwssjNEa4OvPev+cNESRM1xJVcb2wOfmJeFIzhQ84jMjs+ujyRmqpDJzR/BLU+uoS9tM3YypSfREL0s7lZ5vtSySNVqH0TVBbeqmRWcUAC5dGLJKQ6TdwrhJSdZJtLaSN3SHUyWPL+hLDoq14UJ5zLMo6L1M1kgN75d8BZcunK6YUpZ2n/F90ZYvK/+AaaA1aSWtSStRexzsr/o5aslDT2RucBIG0kYb8Gj0QZ8HQK3mWMXX2drwGvuqfsbJkq+QNN6m2GEGGVCEOa0kTHQTbe8nxjmEYfs21JIbWl9HUinbzKY2Dd7XRezFVIxdZv7iX37C3/zJdxY+nxm8duCYQsKRLvr2K5WgWXW0W6PjTtpWVMhkj9ayvf5VVEhM68x0RBfRmLQyaI9vR0wpa+d0MsxavLYkraQ2dfFBW3t8OeUhdHBMhCdwLWs3G2aqJMPGRIYSVjIUmbXg/W5Z92luZO5iWmNkU/NvSLR3cSVr/4KBKRV9F2mNr4CUQnj4+4Cywniw4tvcX/0sYpjLm9pkroklqirhY09t+siJWKVSCcAfA98AsoAh4E3gL2VZnlxg0z8IZteEbYZxBEHjQ8I+3tEFvuU5a0QaguxB55rCpVvcmUrtcrCh/QDRdgsT4Ql4pGlUkkRXdBFj4Ukk2rsoHLxJee95VLKMqNExqY1g0JxOW1w5jgAj3KbEVRRaroMoohOd7K59EVtYPOfyPxdSylBHTAk5IzWLErHOZWdPzQv0xxR4S5Gzzk0a1xSeANdvNadyY061QOOaIn/wBqnjbeQOV6Patgfn1EYM5iik+ldw6CMZDkuiKXEVloisRUVIadZmbmZsxxJTwNqWd9ld84ISWrHIdnET3QEdk0BZK+yJL2Vl2xF21r6EJTqfq1m7QdAwER7vLZMBlPR+QM7gbU6WfBVXCD2oAG0xpRQO3Sagvn5mPc6h9ydhgLa4cooGrhN8McIfGtFFxPQogxEZRExbqU7eQO5IDTvqXkKFzJQ+kta4JUp/ZhCSGTGnUtr3AZcKPoPOZWdt2yFuZO8JKRGrPyKTrJGaBYk4Y/AOxTPqdW++7cy56F32RSsdu+teYiA6l6b45WxufJP65A1BryV7tJbB8NDsZc8UfYGV7UfZXfM8Lo2RHnMOiWOtxNp7iZ0aJHzais7tAFmxPvWoDdi1ZgbCU+lN24o1LAnUarItNykcuo0gurxkrJnWMpk9Tm1/c0hkPLsmbMsfIWxEeT/mtigt7TxF9mgdFwo+60220rvs5AzdIXOskcKBa8gqNePGOJoSVmKJudsvP2TO8IryksbbWNN+ZEHRmh9mSHQxIWOStZk1bUe4lr2fpT1nUAkClpiChfctiqhFN5bIXBAEjiz5FrtrX2BP7Qu8X/ylgMczTNswTNuoS/b3lA+U2jRRNEJkTfzHntr0h5gR/wvwPeC3wD8DxTN/L1OpVDtkWV68A/wjwlxhlrHLzET26IJRhvMxrYsgd+gm9ambgr7G6LCyof0g4Q4rIxEZvFf+FE5NGA/d/iGni7/ItvpXaUhZS8eckosgeYi3dZI03k6yvYuc4eqZHGE1Lm04w8ZEumKLGTJnMq0zsaT7FJkzWce3M4LPmOajOWElJX2XF4wHNEyPs6v2l3THlXF73kzOboyluO8Dqhfp8wTw6MKoT9tMfdpmIu0Wtja8SpgpAgl4r/RrC85k5kPnnkIjTnt/yFfyPsWmxjfZU/uCEl6xgHgsZawF+yLEeSNnP1UuO1ub3uTBOz+hMn3rjKWjCqNznExrHfkD1zlR/JWQZpazaI9fSkXvBf/3e4aEp/SRnA1AwgAdseUs6T4bcpRj8mgjq9uPcSNrNwOR2eyrepaeuFJ6Zm7UYc4xcgdvUzh4g4qec4gaHYNhKdSlbfIh2Zb4paxpP6qoZ+t+SWd8ecDSfcDrjasgc7Qh6PNJo00s6z7LxYLP+qnX3dow0kYbaV1A2b2x6TdIKg1XM/eBIDBmSmZL81ucKwocUB81afGxi10MNzJ2s8vWS7jLRvZIDem2FpyaMMYMcXQkraUvpnDR6lX2aB39EVlUpm31RijKYW7cCRN0r5kJiliAjOcKs0yNymB8fp9wXeoGtja+7rPdtM5EfepG6mdmtdETveQOV7Ki+3007UfwaA0MhKdRm7IBt9bIio6jpI21BnWXWwiixkCqtSmg7SkopeLV7Ue5mr0PS0wBo2GJ7Kp7ida4igW9yNNGGxWB3Mz3XVTrOFrxTTY2vc2+qp9zoeCzPpnWAEt7zjAWnhh0MBaIjGW9yHDp0MdKxh8pEatUqlLgu8A7six/Zs7j7cAPgUeB1z7KcwgGvxalhiic8ZMhkzBAa2wZecNVAYk4aqKXtR3H0Lvs9MYUcrbgbp9l8mgTokbHRFg8XfHlbGt8naMV3/RuKwkaBqJyGZgb3SZJRDiGSB5vI9Hew+rO91CL06glkZzpanqiC7id5i9CWRBqNZJaS8JEp7IONw9hjlF21L9Ce8Iyqud6OM+gM7qYgqGbVH+IQ86SsCNtAmO/CY/Jyd7qn3Os/Oshk3H+wA0c89a1LxR+nm31r7Kr9kX/cIU5SJzsoTsiZ9FjuHQm3iv7GknWZlZ1HKfYchVR0LCy4xjRkxZOlnwZhzF4dmpAqNWKK9pE910B3Uw5ekofydnCR4PnTKvViGotCbYOBqMWPv/0oSqWd53mas4DWGYsRWWVhojJAS/hTRmiqM7YSjVbQZJIGWshZ6SKrQ2voZIlnDoz7bElNCesQhDd7Gj4FVP6KO4EK6sHgC08EWQRRJdfaTTa1s2aGf/oQNahw8ZEkifagxJxtuUGMfZexTRl5rP+IPdB9lf+LOA6vM41hUqWQs62Lus8Re5wNZOGaGS3Clkl0JCwIqD/9kIwTY9xM3OXT56x3gaiyeUboRiAjAO1KKlH9ahkOLbkrlmHPSwOlSyhc9mD9g77VKgkDxkj9WSP1rGj/hU0kpsMVxN1yWs/NAkDjBriSLa1ByTilNEGVrUf9yF4hzGajrhSNje9zbElwXUGecO3A/YbXyz4LLn919jc+Ca1qRtpmXVdkyQSxtrn5FQHxnwynkqbwNwS87EGRXzUhh6PASrgB/Me/wUwBSzsXPERYT4JhzdFIqslEk5nh0zCAC0JK9C77D4uVEmjTeyvfJbNzW/TG5XHgWV/xI3svT5llOzRWoaNyprb7bStqGSZ0q6zCx9MELCFJ9KYso7zBZ/jyJJvcSt9JxLKjTtxoouHbv+QrQ2vkTLaGJLVHMBIWAK5w/7F0ojJAXbWvUxj8pqAJAzQHle+oEnFfMwl4ZHNijvWwP5WPBEKGetcoa1UZIw20Jjof4M+XfxFREHLrrqXgl6/wTlOW0KIZTcUg4FDy77LqDEB3Uz/8ZQ+ktzBO0TPGA58GIwZ48kZmRm6zM6EdZGcLXosOAnPwGqMJ2eRRKVsy02Wd53mg7yHvSQMYDUlUdR3JfBGgkBfTAEX8z/LoWXf5b2yJ+mJyidnpJaH7vxI6et1DHM7beuHulYApy7Cz9LVPDnI5ubfcDtje9Abf0dcOZGTQwGfM08OUdF7kYv5D/v8rjwaI20JS9nc4h+skj1cGZKgL2vwDg/e+iFptjbOFj1KZ1QBU8YYzhY9Skn/FUp6zi+6Dy9EEWTxbo+1Ws3RvC/Q296E+XQMKQfyMDXE0L2ryVumnsVcEkYUiL6RSGRdPFfee5eDL/wrrmuHfA41rTMt2EXhA0FDV3w55wofoW5OLGjecBUP3voBO2p/qQieQkR3dDHR86xZAVKH61jVfpxLuQ/6fc6VmTsRkCjvPue33SzMzlHaghiotCav5mzho5T0fcCGlt+CJJE7eAuP1oAzBPOPuQ5c+j4zmgktkkFSyPjCBV54691F9/H7xEddml4FSMC1uQ/KsuxUqVR3Zp7/g8KvTxiIrItnqL2b2uY2xvcsDX1najWiRkeqtRGde4qy/svIQEPy6uDm9kDMRB8f5H1K+UMQOJ//WbbVv0pL4nKmQ1Qwpw9Vs7zrFJfyH2Zd6wGOlT8NskhF11mWd73PyvZjTIQn0Jiwkr6ovKDnUp+8Xvkiz0H0RC+bm97yHW0GgKTRIaq1i4a5Q2ASnsXA/lYSj+T6zozd08qTWl9xjeL3O0VnkJSWk6VfZU/1c2xvfI1ThV/wuW5B8iDMtFqFAsHjoqT/MpkjtYr4Zgbjxjjip/pJ7L1B/QcnCDNHUrhuOw5tOKOGBPqj87BE5AQsjzUlrmBl50nfcnSQKMP5aEheq/j5BkFB7yWKBq5xvvDzfiW79ugSlvYGv+nNxbTORF3aJurSNrG69TCpVsXOdEPLb1FLHqZ1JrqiC2hIXruoYKs3MofMsUZvC5RhepytDa9Rl7ohYP/xLIaislGL0/5PiCJbG1+nIXkto3Nn0n2NcOAfqS7ZTFaE26+bIGOsie6o4LO9WFsX69oOgyxxI2sPfTPLHmXd5xk1xjMensTp4i+xrf5X6DzTi9puAuQM3fHXD/zye1yrPkVkfDJbP/0YkY2KWEgM81DT2Mr/+n8/piQ3l7ePvs90/BQph/NBAlkUEEUJS3c7yDJUnYCNd783HdHFZI41Lpq3PReF/Vco6rvC6aIvsqXpDY6XPYladFFkucby7lOoO44ypY+iJnn9guu5PTGFLO8+6fNY+nAtyztP8kHuQwxH+VfbAE4XPMquupdoiyvzL1GLIipJ9Psez8W4KYmDS77F3rqX2FvzC9SSh8rUwJOGQBBVAgfr+sgYrqFi3RbUYzrEKNfHMjP+qIk4BRiWZTnAL4peYL1KpdLJshyaf+DvAV/9s/8NQFhLBGEtCumpXGqqLp3BPm4l7OXvsf0L31JerFKC0JX/qwCV8rcK7/+1bger248yrQ3jdvq2BXN6QWkxUUtun/5jpURdxvbG13xK1MGQMXiHZd1n+SDvYYYjM5jWmcgarKI1eSW3c/ZyG0XlXNF1huVdJ1nVfhRbEFK2mlNRSx6v2GI2k7cyYysdQchuLobN6RT3XeHifCLurILBdlhxP5FTQz4kHNYSQWRdAipRRcLJTEZW9vuQ8dH4bbj/5TFQCfDnhyE+y7vbvMHbi5awj5c8wb6aXyjrhYWPeB9PHGtDXEw1K0mkjTZQMnANo3MMpz6Cmxk7sURm8tCdZ7BEZhPlHOFk6Vfh4D9CSz0AoxueJNkURqxjgOSuU2jEo6hkGUmtxakNw6qPZSAym56YQjTiNPtrfs6kIVopR4eIkYgMNKJ7Ri/g+9Mt7TpD7nAVZ4q+6NfiBNAbU8TKzhMhHwtgQ/NviLb3837Jl9na8BqHl/0RGo+DnMFKMscayRu4peRHG+NoSFrDUICSeUf8EnJn7F/VLge7al+iPXE5zUkhjMEFtV/L1u76lxgzJdM43xjl0D/BnWNQeZyr/+coa3vO0hlb7h0MGZ1jNBb6m6kYneNsbnkbvctOQ9JamlJ8S8+RrjHqZtqd7MZYTpZ8lR11L6MTp7mWu7DlaNZoHf3mLN8HZwaY49oIXGojWreDns/UY2qIJbI1hrqGduoa2pG1EpIg0b+jnbjL6WjGDRxf9g1wxEP1Kbj/T31225i0kkLLNUJFWe8FcgducarkcezGWByGaAr7r1CXtpmqjG1UZWxD57JTZLnGiq5FSHmeuC5jqJplXae4mP/wggN0hzGajthSNje/zbF5rXD5A9dDm5SodVzKeYCt9a+iQlFZL+s+HdJ70NvawM2LB+kEYhOTyTxaiqxRKmmirKQ2dXb383/+9Fsh7e/fgo+aiMNQug0CwTnnNX5ErFKpvg58HSAj48OHKwTDk49+ihfeOsDQ6j7c0UpPW/KhfBIzcrBX38S9ZC9nCx9BkEUESUJAQiWJCEjK37Ko2LrJEipZZEn3GTSSG0GWGYzwN86Yj4zhOkWAMA+307Yp4efd56hbQMWcNXCbJT3nuFjwWe/a2nB4KqnjzbQm3529ihojt3P2KaTsclDRc4YVXSdZ2X6UifBE6hNXetWILl04WUNV2PXRQTN5g6E1roK1bfOs9Kz98H8fAo8LQ38DW1M0eIwuDKNhpL1RhKyWEdwCifExDAxB8olsUIErxoEnTKDsgx9xe2omCKCr2oeIs0draIktW/ik1GqOlj3N/dU/Y0PLb/kgT2k5Sxlvw6aPCriJeWqIJb0XiJnoRhK0tMWWUle00XuTKe84iT0slqvZ9/Ng5U9IGW2gr3ADnHgWYlIYydvIiHHejUPyEGfvI26im7gpC6WWKyzrPo0gi+jcU/RE5RM5OeBrD7kIPFoD6SN1PutxS9vfI8PayKmSLwftG59r8j9XNRsM9zW8TrhzbKYtzICM4I0nbEpZ63UIi57oJW/oDqs7jqMRXbi1RnrNWdSnbsSlC585Hxmty86e2hfpiykIutQxH05tOKnWJhpmiHhF+zE0nmnOl3zV/8Wl2+D2MShYz2BCOY7hW6zqOMb13PuV0ACV4CusEl1saf4NUZMD9MQWcTNjR0CHuPm+yA5DJO+VPcGu2l+yofk3fLCA2YV3fXgunnpGOc+yrRyNTFIEXL9V1NT28hGiP0hGbzNi2aukMvsFONz3VeXffKh1yIKa2ImeReM6l3adJmO4mhMlX/WKDTujCskZqfG2voGik/Al5aszpHyMKX0kNckbvN+lWXGdqNawpOsM5/M/gzUifcHzAKjM2kl65TOU95yjOu3ufS/LWk9P5MJZyQnj7SzvOoXOPUl3TDEpYy28X/x46NqN1Ha4+gEat4OYhGSs5Ram8pT7TsKVDGImY/kf3wo9ZOXfgo+aiKcA/yRvBYY5r/GDLMs/B34OsHLlSjnQa34X7N+2iQhTOP/60mv0bmvFEzvNVNoEZRs3UrJyPRdKH2cswIwiIEQXy7pOcWDpd1nWc5a91b/gUu6DAWcGs8gaa6DfFOALOluibniNlsTlAVtisi03qei9wIWCz/qU5fojc1geJCMYlPWQuaS8pOcMqzpPoBLdTIQnMq6LonDgBhrR9aFVk0PmDFTzjRtUKmU2C+QN30GVshKVAcZzBpmOc5JyOofvPPEIW9et4pXfHubdM2cYWNuJuTUGw6hAenY+44N99MQW41qy++7BJA+G6QmaE0NIWlKrOVz+FA9U/ZzV7Ue5lr2PuMleWmLvzvI1HifFfZfJHK1DkDwMm1J5r/SJgCPxzPFm7qTeB2o1t9J3sKLjJH1LvwM/qFdu4IFK/4KG4YgMhufMCnbXvIDBOYZbYyB2sp/M0XqQRKb1ZvojsmiPqwg4o52FJTydrNF6LxGvbj1M4ng7J0q/uqgxy6A5g/zBm4sS8Y66l9F6nBwrf9Jbeh43JVLSd4kb82aBVnMq12eqO4LoInO4lmxrPXtqngNU2A1RiCoN+6p+wVBU9qIGEXMxYEoleaKLBjaQMtpI6mgjJ8qCCPE2PgZrPq30bgMf5D7EztqX0LkmyR2qZGI2VF4UWdF5nDRrM1ZzKkeWfGPh/nNZ8lPGu3Qmjpc/xe6aF7iv4fXASwuiCJLoP8gyx8Lmu9KYWQHXbGsTapB1yqwspBSlORgzxpM7dGdBIl7ZcZyU0aYZA5q7+2xLWEKRJYiGgFlS3k5Vxnb0LjtF/VdZ0XUSdccRpgzRTAkGCgauo/M4OV/wuUWDVObidMGj7Kx7mba4Cu9A0jhtoz2ICjt9uJaK3vOoJTctcUu8E5fwprco673A9bwHQztwYjabvvbfibb3I6hV9JQrCv/Ei5kkuhJ55u//f+g0fxirjY/6KH1AiUql0gcoT6eilK3/YGXpWWxarfguz5Lx+HILYUfzmM6Z4r7GNzhb+ChjIXyRVnW8hy08AUmj42bWLiymNNa3HqQ1fgk1GYGFLebJQa6WBBaDTYQn0B1Xyo6G1zg6r1ST23+Dsr6LnC/4PFaz77qJJSoHdfvRUC4dUWfkVs4+bqGQ8tKeM6RZmxBkEZfGSKRjmNHw1JB6owEQBKb1EeQPXKd5tlwYlYTpey9SUvkaKVl5dH9BKd9qrDpS38/jO19SSBjg8U8rN/Z3z5yhZ18jkkFCM6JniWY7S4AjkhsXChlkD1XjXsBYwQ9qHUfLn2R/1S9Ypn4fvctOR0IF6cO1FFuuYpy24dBHcD1zFwMLDD7Uogu1x0XPTNtOT3wJZZZLrOw68aGIZVv9q6hkidPFX2Jr0xuKKxmAKJI7eJssax1ZI7UgS0zrIuibIea5CuC6lPVea9L1ze8QY+/jvbInQ/q82uLLWd9yMPgLRJHd9b9ERsWxsqd8CK89ppSKvgsL7l9S63yMXUxTw+QP3iJyShFdxdk62V/5U6a0JkbCkumOKcQanhL082xLWE5646/RuSZY1X6Mqzn34wxgj+iF9q5wa8oQjSU6j/ua30QjuqhK3kRe3xVKLFdx6CO8JdmFYHRYlYCIAPBoDBwrVywxd9S97OeOlzN0G9dC5zqLOWrq1HeKmUodAz48CQM0JK1mdYd/Xvcs1rYdIn68Q/FD1/kOPjwaI5JKQ5S9nzFT8oLHmdaZqMzcTmXmXVLOmbFgdWmMFA7exDI1RH90XkgCuSljDB2xxWxuepNjFd/wijZ9cs0lifyBGxRZriGrVNQmr/frdW6OW8KKrvcXPd4sNje8TszUAPaCMcIGZ/qzL2aSNJnEM3/zhyNh+OiJ+DqwC1gNeH/FKpXKACwFPoQE8feL+WQMYCsbBgiZjJPH2zk/J6atN66EsfBEtja8TuJkD6cKvuBzk9G57KhYOHnkVvp29lubKek57y0TKTeQK5wrfCTgj0QSNEgqAZ1r8kP144o6I6PhyaRZm5BUAn2ROWSN1lFouYasEhgLT6YttoTe6KIFe1e7o/LIHq33EnGk3cJW23UcG5PAohQzApHwLLxkfBR69jXiiZ1G1kmIGslHwJU7Uk1n1MJpU37XqNJxM30HqzuVlJn9lc8gCTpa48oWNH+Yi7KuM8osdc57cLrwEfZWP09d0tq7RhQLYEPzOxhdNiXBZsY20VtFUKtpTV55d2lBFMkfvEGGtVFx85IlnLpI+iKy6IivQIWs9GE7x72l41AwYs4Ibjs54289rTFyquhLfp93d0whyzt9BTmLwaE3kzbWxFh4EmbHMEcrvk6CrZO4iV5iHQOktzV5RXCSWseUNpxRYyK90QUMmTOYCItHLXnYVfcSHQlLsETnfajjX83aw4N3foIgeVjWexpJpeZK7oMBW/UCIXOkdsEqg6TWcazsSXbXvsTumud5r/ir3vc14PpwMMwh4/BOZnKF1R+KhAGGonLQiC4E0eUnotvQogzajlZ8I2jv86g5leK+S1wuCF5un49pnQmjOIUoaFBJEk0Jy4mz91AyeI2K3nMgy4hqPRNhsQyGp2KJzGEsLNHv+1WZtZv0O89Q1nMelei6K96SPFT0XiBrqApRred65u6gFZ3+qDxlQhKCrermhteJsffR8+l6Uo/nYy0f/NhIGD56Iv418H3gvzCHiIGnUdaGX/2Ij78g5pKxyzBNRGMsoxv74OLiZJw+VI2o1jI2T9U3aYzl6JJvsrXxde6v/iknSr7iLTNnD1cvPkIUBC7kf4atDa/TkrCMrKEaigaucq7wsQXXEp2GSHIGb38oL+HS3ovkWW5wruDzrOw6iVut572yJwFlNlPc9wFLe86xsuMEbo0BS0Q2rQlLGA9P8tlPW8Iy8gZvA/PU0Rt7SHurcEESnsV8MkYEy/2tJJzK9pJxuGOU2gDiJp1rkuTxVuJs3UROj2D0TKH2uBTXI5UKj1qPjKKxmzDGcWaRvOf5SB9v5fa8RB6XzkxfVB4bW367aN/i8vZjRNv7fMxGXDoT2cN3aA/QhoVaTXPyGppne1ZFF/mWm2SONZIzXI1a8hBlt9AVXYQgubm7yrM4lDaX27TNVcOLLu6vfo4JY2xwVzZB86HWmGfd2Aai87iavY8Hb/4Aj0pHX0yRX0CA4HGRMNFF3EQPcQ4LqZ3HUYsuVLKsaDU8omJuM9aKSpYUmaQsgSx7/0aWvZ7FPm/lTO63LMtUp24ImYQB4id6GDEusn4vaHiv9Al2NPyKfbXPcbT0KVCrMU2PczNz98LbAkgS0ZMWEm3tTBpj0U/0oJJVTOojyB+4SXPiyg81uHZrjWQO196dLcoyW5rexOwY4VD5txYkqLbYClZ2Bp9R+5+7hx0Nr6J3T3Fkybe4r/ENTO4JLs/LkI61dZE5XEOGtYn8wVuoJBFZUCtueuHJWCKyGIzM4mzhI2yvewW3xkBbXDmr2o+QMtqMU2/mfMHnF52pIwg49BEUWK7RtECwyVwSRi2gmlZjtkR9bCQMHzERy7JcrVKpfgL8kUqlegc4yl1nrXN8TGYeczFLxv/y/KuouzSMrukPiYzL+y8F7GUFZYZ6qvhxlnSfZm/1815HmfSxZnoiFx/V28IT6YktZl/Vz5EEDWeLvoAtLNhSu4LB8FSSbR00EBoRr+o4TvJoIydKn8BhiKQzupDs0TpqUErq9rA4rs/JCE4dqSN/8DZbmt4CWcRhiKYzqoCO+CU4dWZkVCSONrOu7eDdFiUJkFSLkvAs5pKxJMvIBsmrpt5X9SyySmBN62EiXePoRIc3wk1GhVtrZEofxZApHWtYIiOmVJ/KwwO3f8zNzF1U9Jzzm70sBLXHgSC66I3yb9+4nns/D976IanDdUHFbcU950mzNnOi7AmfmetARCZZIw2BidjvJHQ0p66jOXUda1oPkmxtRlYJmN029tS8CMhMGaJoja1Y0K4SlHainNFaLxErHuLPM2pO9YragmEgIpOCwRuLEvGsEUxnfAWV6cr3aaGBh6TRYYnO85vxrmk5QMpYC061kab4ZXgEDaKgxaPWIQoaPIIOt1qHR63Fo9YjqXzX6jOHKlnadRpQ0RFX4c0Mn9aF0xK3hJaEFQu+V2b3OJ0zTmQLQhB4v+hL3Nf0a+6v/hlHy54KuD6sc02RNN5Kgr2bmMkB9K4JBFkJMnHqwhnSxdJ27j1cU5NEP/xnpE10kjNUiQoZj8bAUFgSLQnLFxRB9ZkyybLWK0QsSWxrfB2Da4LD5d9Y9PtuicxGvUgG9dxr2Vn3S5w6M0fKvg5qNVUpm1jTcZTbmb6tXSMRGX7qaaNznKzhShJtXaSNtaD2TCOrVCBL6N2TFPVfYSIs3nt/ChWd0UVkW+vuErEsg3MCZoSUPiRshIiqGJD4WEkY/jAWl/8F6EBRQO8HhoEfoXhNf2z2lnPhJePnXiXtrUJknYSkkZA0Ilsb36AydQttySthtBdkGYPJjMbtUHqFF0Bl+jYGTOmsaTtCp62DMKeVhoLPKU/OBNbH27uJmhzE7JlA53EiiC7ly6NSoQJklYAkL+670heVR8ZMv+ei19v8G6Ls/Ryp+Lo3O7c5cTnFC4g1emNLvNmyatFFYf8VskfrZtZsBDSSm/VtB5maIWHtiJ6oykRUsiokEp7F45++H1mGd4+fIfJWAuPlgwzsbyX9tWJUsoQGiRY5AktTC9NrPo+YsXiLlWF6HJUs0hdTQF9UHtsaX+f+6p9xuPypoGb4s6joOsNEeOA4RYCbmbtY3nlCsX2c95qsgZvkD97idPHjfnnHHTGlbFzA/jEQSrvOkDDewdHyb7K35hecz/8MklpHmNNK3ly7SrWO4bBk6lLX+1lHtsUvIXtYMQWZnbVaYvK5lhWCk1zcEja2vLPga6LsfWxpfJPGlDU0JN+dlQyZ0sgYbQxt4AGU9JwnwdbJtZz9LO86Fbr38QwSxttZ2nWG8wWfY1PT29Skb6EmfQuCx0Xe4E3yhqso7buEW2ukI7qIupSNfuSj8TgZCHUGLQicLXqMjc3v8MCdHyOptZT0XCB+sg+TYwS16FISgTQGxnVRtMeU0BlX5jPbjbn+OqNNtQBoq87y/mM/9J5H2kgDabZW1rcdQi26kNVaJvTRdEYX0h6/1HvudWkb2VPzPEgSO+tfRiO5OVr2dGi6CkEIXDGZh8jJAbY0/hpLZDbXch/wPj4UlY0geQhzWn3XdwPAYYhULG/nHt4zzf1Vz4LkQVKpCXOOsbz7NHVJq0MWf7UmLqNobhvXM09A1Un41P/k0/EuZMCZOEHc5XSQwDhoQm/QfqwkDH8AIpZlWUTxmP5wmV9/YGxavZyW9i4OnbrARK4VWSMhONWYW2JY0nuOwXEb9h89CbJM8ee/xVB6YUiev8PmNOqT11DadwmA/VU/9xKtqNYxrTNh00fRaUphPCyR0fBkRXgjeXjo9o9pTVjG9oZfYYnM5uqcGep8eM3bF4Iksb3hV+g9UxyqmFemUutAJQSM2psPUa2jLqKEuuhyCI8mZaSBNe1HkFUy2mktab8uBFmFSlKxY9OakEl4Fl9++H4aWtppaABzYwyS2c3Iml7MDfHE2bq5dOJ95I47UH0e/nphARHA0q5TjM7+kAWB08VfZF3rAR6sfJbjZU8sGNqQZmvn+vwWlDnojS2irP8DVnW+x/U5jmzJo40s6bnA+YLPBxQFWc0pqCQx5JjArIHb5A5XcarkcVz6cGXNfOA2zSlrmDJEK20mbANJImm8ldzharY0vYVKFpnWmeiMKqAhec3M2puMeXKArY1v0BVXFrJtpdWcOnPO/paVAPFjbaxvPRgwNKA7ppDVIQoKM4aqyJsZwNj10axsPx7y+wRKK9q6lgPczNiF1ZwGgkC4Y4RJYyySRkdTyjqaUtaB5CFnqIrckSry79zGo9HTE5lDTdpm7wDVbylJkgh3jRM1NUCEY5iIaSum6XH07klvpJ+ArIQ8jLcwbEyiJnkdI6a0Re8XKxjkfFI2044p8uLM9EiemSUBAx2JS+lIXOo9h7iJbjKsDRQO3/GmH03rTPSbMlDJMnurf66sYZc/HdJ7NoueyFxyRmqCEnHKaCOr2o9Rl7QmYE61zRhPaf9lrmfv+1DHRRTZW/sCtvAkpjV6BI+b2xnbWdp9mk0t74AsMWpOoz5pzYKqcI/GiKjWEjfWrhiJ1Cv3h6ibb8OeB3ElToIOZJWEsVf5bF/8x//zsZIw3ItB9METj3yK3KwMfvjy3damyewxEk9mU1LzFtc8isBbPdjO7XX+Td6Cx0XKWAvJtnZiJ/vRuRX1n0djwK3SoJU9jJjT+SD/4UXPJX6iB0mtpS51I63xS9jc9DYP3P4RV7Lv9+bP+h5cQBLU3l5Pv6dFF7tqX0JSazhaGniEPKmPInu4mqp566F+aL8N//QZ0GiJ/c6zrLHdUh7XS0yHOxgtGyD5Yhbf+UroM+H5+Nv//l1efucQB86cZSJxgpjKJHArpatkYYo+gJjQRskJ9l4l6H0OLuc+REX3GfZUP8+5wke9MX9zoXY5UM2mvyyAMwWPsLf6OcKS1zJliCbW1sXq9mNcyX3AT+E+Fx6tkVRr46I924nWVpb0nONCweeYNCifbUtsObkj1TTPM6BAELBE53tb0HSuKbKH7pAx1kTBwE1kQY1a8rCj/lc0Ja8JKepuLpyGSAotN2hM9c3mTRuqY0XXCW5k7wkYCjFozlTKnosgbqydZV2nuVjwsHcA49YaSRttpCd+8d52vcvO1obXqU9a7X29W2MkwdZF+/wBkaChLXE5bYnLQZJIH60nf+gO+yt/hgoQZJGtDa9hcNnReKZRIaGSZWRB6Ul2qQ3YNSYGwlMZNqUyFJFOvK2bVR3HUSFTl7wu5IAMw/Q4RkFm+n+fB0HAUP0LynsvUp1+n/+LBYHhyMy7fuUoIR7po/WkjrciyCIG9yRTah35/VdoTlgV8iCmNWE5OQEsbwGK+y5R0H+NKzkPMBAd+DdxJ22LQpwfBjMuc4rBzSPETvSwvuW3TBljuDSz3mx0WFnac4b1Lb9FJUtYTanUJ65mONLfY2IgIosSyxXOR2XDEz8g/uxPKS0tRzJ6GNzeBSjq6NioqI99JjyLj/8MPmHYvEYpU8+SsTt+GgSI3BhHuf0+Rg3xxBSX4tKGkTzaRPJ4G/GTfehdEwCIGj3juhgaElfSEVsKM5F7+6ue5VbSVip6z7Gq47g3TjAY4ie6cWiVstW0zszJsifIGqxkXdsBxsMSOZf/eb8f16QhhtzB21Rn+s5wlPWcF7EbYji3gJ1iZ3QRuSPVgWP65qKvCTzT4Jkmv+ZtyMih+xGlBzIUYVao+PLDStnrwNmzSmuTrCL2WhKr7tvLWNlyLm35Povd2k1Tw8iyHLC0VZW+Fbsukvsa3+Bq9n6/tc+l3aexmZIWncm4dCZ6ogvY2PJbLuU8yMbmd7iVudM3tCMAhszp5AxXLUjEEZMDrG07xPXsvXdn9UBz4ipK+q8EdNnyPbcwGlPXe4mzpPs8hQPXAci13CB1rIWuqHza45eE1GrSHZVPlrXBh4hzLDco773I5byHgouhBAFRrSXa1h10jdPkGGFD6wFuZu5ixHz3BjtgziBn5M6iRCyILnbWvURfdB5Nc87PposkbrKPdhYobwsC3XGldMeVovZM8+CdHwNK+MRo/FKGzJkhiaZWdZ6gKv0+PIKWFR0n6I3KC2gUMh9r2o8qA+yZ79rVrH1san6b6tTNIVXepgxRtM6IJp2acASVTFd0ATkjtZT0XUFU6xg0pVKTuingQH0WDkMk8kzK2Ny12XVtB4kf6+BkyZcX3H7MnIpKln0CRhbEXKvXGSHmiDkNlSyhdjm8bVYOYzSXZyYwRuc4Fd2nWdd2AJUsMWZKpiFxlfe715S4QtGyAJvD7cRs2Y4U7mYiaxT4+FqUFsIn4yw+YZhPxrJBwpXkIHlfLnldkTBt44HbP0bU6LHpo2iNLac9YcmCkWgat5PuuBJ6YvKVvlZBs2BkYdxUP1ajr0CrI2EJPTGFbGx9lwcrf8yd9K10zWl6t5jSSLG1+6QhhTmtbK97hYHILK7lLtzo3pKwgpKZEvqCWPNp9P115I41ELEyAdkq/d5JeBZeMp5RU49s6SXmg2SiNMnsa3x50dSmZd3vMxSZFfT5tsTlTOnMrGk7Qs30Rh93spSJ9pDWTgFu5uzjUzf+HzvrXqI2bZM3F3YhdMYUKxGDQaBz2bmv8Q1qUzfSFzOvbUutxq0NI3vwDq0LrOd5IUms6TxG4mgzDUmryR2u4nD50xT1XyPT2kjBwA1kVNjCE+mIKaY7tiQgwbfFLyV/4G6IQ3HPefIHbwf0t56PsfBE8gZvcz0AEatdDrbV/4rGlDV+NrEdcaUL9z/PXN+uupeYMMZyY15ZdMiUTtZ4aPoJQfKwu/ZFhiMyMDuGsYYle7URi6G45zweQes1WymxXGF9+xEu5QZfUgJAFImaHOC98ie9D1nNqYhqHbmDt0L6fHUuO7tqf4nVlMzV7H3sq/r53RhESSJ5rIW84Uq21/9KyaI2RNEUv4yu2DI/oreFJ1LSe5GbufvnKaO/uWjsI8BoeBIllitcCeG699UqGdzzrV7txjjKes9Tme2vPHcYIrma/+mZ655gaedp1rQdQSWLjIcnUZ+4EmSJ++p/pTinPdRI2qECbGUjn0gShntEHBRzyXgy1oapK4qBHR1ojujRjRs4V/C5kEw/QGnpEQWNcmMTNBwve5I9Nc/hEbQ+tm5zYXJaaUpb6ve4R2PgbOGjJFlbWNV+lKKBG5wqegxRY6QvusAnSSnK3s/mpjdpiyunZrFyMygzbEG9qO1ipHOUrVkRONKKsS7vJ+xY7kdCwrOYT8b6sTAmiocx9kYuGqEYPTmwaAatJTqf84WfZ1PTW4S7xqjK3KH0fEti0FmtzjVBgeUGSROdhLkmQBK97TM5Q5WMGhN9SoeBMGjODL6uL7rYU/MCnfHlQYM3ZmM4F7tR61xTbG9QbsBHlnwDWaUmf/AmqHU0pG30trwZHVZK+i5R1n+JpV2n8ah1DEek0x5bxqA50yvmkVFhdFgpslwl3drE6eIvhRQv2BuRS/FAAD9kUWRf3fP0xRT6CLxmMRKe5u/eNg/bGl9HVgmcC9De1hVXQuHgjUXPD0liV+2LOHVmLhR8jrLus5QMXA2pJK70ft/iQv7nvA+dLnyU+yt/RrS9b8FBSlnPORz6SD9B3520rSzren/RzzfMOcb2upexROVyPWe/93G16FKIUxDojymgf8YjOsw5Rt7gTa+K3KM10GfKojZtIy6difaYEsr7P0DnsrOz7mVFGb0kdL/lO+nb2NqwSEPMTN+6QxfJmYJH/JLHWuIqKO//gMXypFw6M9fyFcLXuews6T7Nmo5jqCUP0ZMDdH+qnrD+CNBJJF7+ZJIw3CPiBTFLxv/6y1eRZOUmO7i/nZiLKR/KgavAcs2H2Fy6cE6UfpVdtb/ErdYFvPloPM4F1yYt0Xkcivwj1nUc5v7Kn1GftJqm5LWKmAZIHGtlbeshalJ8Z3mLwa6PJGu4msogRDw/RUmwaz5Ui9LvirlkLEkS0wlT2JYO+6c2zUG0rRtJpV5UfAZgNaXwfslX2F7/CiaXDbdKc7dfWhRJG20kc7SWKOcwGs80kkpgyhhDX0QOPTGF2MIT2dz0FpPqMBx6M+tbD+DWGLiVsT14iVoQ8Kj1xI+1+dqiiiL7a55nODKTyvTgA6jGpDWKQnRG1BMIiWOtrGk7zEBkFld9Zij+kYsOY7QyC5pB/Fg7hZbrrGk/gkr04NKZ6I3MYcoQxdaG11EjcqLsCT8CCYbu2GLKe/09fPbWPs94WGJwlzJBwK0NI2O01qcCNIu1bYcImx5XWnQCwKmPRLVYLOiMylgSNJwu/iIAjcmryR28s/B2M1jf9i52Y7zPEoioMdKYuJL1LQc4sjQ4kWWP1nI1e7/f472xRSzvep/U0Yaga83mqSG2NrxGR2wpVZl3K2zTOhOZQ1UBRVdThiivXSWSh8yROnJGahS1tUqFzRCLzjXJnprnsUTmLhpuMR/2sDhUKhXRE72B1c4zJOzUmRUSDlB674otZVnXqQ8l0nPpTFzPfdDbotS3twnCIKIlDvkT0KK0ED55Z/QJwywZ/+D5V0k+lIczwY4rfgrBqQmZjBOm+qhN9hW3OPWRvF/8ODvrXkZUaXzTaCQPKlle/AsoCFzOeZBoex/rW94lb6QaWSVQ0n2O/MHb3MjaQ29saGKRWbTHlFI4dDvgSHQ+CWtsWqKvJ6MSVXznyx8dCc9ilozfPX4W3aiR6aSpwBGKM1jae47+qNDdmKYMURwrf5rdNc+j8zhxaYw8eOuHgIRbE8aoKZk7cffRH50fsGxrco7SlLYES0wBdWmbKei9xJr2I3gEHbfTt3lnJHMxYk4hf/C2DxHvrn8Jh868eElTrcatNZIzVElbgLagZV3vkzFUw82MXX6zOlHQEjXRu+B3dygq+64wUBTJHrpD7mgN5inFgc6lDaek5wL1yetxGKMWPleY6aNW+TjAba97BVHQcj5vYTenAXMmOcPVfkRc3nOehLF2jiz55sK/F5UKw7QtqFPW1qY30EhuH5WxWxOGW2MgfaiG7vjgQSM6l514WzfvlT/l91xD2kZyR6r9Qg1mkWRtRkbFYBB/+vqk1VR0nwtIxNETfWxqfpOmhJV+Rj7D4amkjTUv2IYEgKChM77CW06PnBxgSfcZQDFDiZ3qp7T7HLUp6xZt9ZuLIVMqpZbLXDT7mnt4SVhr4nTBo8HXv0NspcLthEtvQloJ5K707RPWg8opoB3REx1t/sSSMNwj4pCwec1yrlfW8MGNSvSqMMIGzKhcAipga+MbnFmEjDVuJ10BfkhTxhhOF32BbQ2v4RF0tCcoPbFxE71IMyKvUGA1pXC8/Cnuq3+VCMlO4cANmuOX0btA/mowtMcvpbzXvyVoloRd0Q7Uopq0NwtBUlqUVi4p+chJeBZffvgBrt+phSqIrInHleRgZH03sZfSlQjF3Edw//irYB+FnXup2/DAwjuUZaLt/WSM1pE40Y3BZVPaywCVLHGq5PHgiUbzML+K0ZS6nqbU9eT1X2Nl53tI3ae4k3YfvbHF3td0RReyfObGB7Cl8Q1UssjpwoXL6bNoiykhb6jKh4g1HifbGl5D53FyrPypgDaJTn0EadamkJdXUKtpT1pB3kg109ow1KKbuqQ1ZI41sqP+FVRIuLTh9Ebk0Ji8JuhSwZQhiryBG9Slb2Fdy7sY3HaOlD+9qCCpPa7Mr4c5e7CS7MFbnCh9YtG1S49GT6Ktwye1ahYbm39D2PS4YkwxD10xxRQPXFuQiO9rfou+mAKcQcRu5wr+/+z9d3wb953njz8HjQAJkiBAsPfe1SWrWMWqtuWaOMkmseM4dpLt+729sru/vdtyt3e3l8ttya6TOG6J45bEXZZkWdXqnRJ77yTYCRIgQJSZ3x9DQgQJkFTiJnmej4cfNqdhgIHxmvl83u/X6ytsr32JJuuKeTcCK7qP05IQvoisOXktJX3nsEx0BhWwWe3tbGh+m+upd9KWNP8mrMeUy+rOm7MkncHktDEUlUKUz0Fz/DKyR+vIrbyKpNIwHJVEdeomxqPmdxnMpjJ9OztrXwxe6PdzT81zuLVRHC38vUWveYe5iPyh0E/1Ad79IRx6GjQR7Pr6U0RF6JAEibR3i0ACQZRHfn78D3/9uRVhUIR4yfz5dx9jzbIrQa1NAGmvFN14Mu5qhuMvwp3fhHK5ctk4OYSoUocNUJ+ISuBEwSNsafw1XpWW7vgSrI5O3NqFTfx1Hif5toukjrein67Ydutu/E+eNt5CbuV1RJWGMUM8TQkrFwz3DqBWI6nUQfNaaUO1rGmXvZp1zghcBidDd3STeD6TP3jsK9y1YQlpSB8jP/r7v5Bbm44eR/JC0qFsJK2EpPax+sQ/crZLNkWwdXXMc+VR+b2kjDaSPtaE2dknO/qoNDgjYmkzF9OauJKyrmNYJgcxeCdY036Q42GGz4KOu8AoRnPyWpqT15Ldf5mVnUdY0XWU66mb6bSW02vKY02bbCu4tmUf0a5h9i9BmGaoT95AYf9l2btapcIy0cnGprcYNaZwqOyJsPuNGKyYJ21Leg1A7vOsfQ6fSsf+8u9xf+WPggIedN5JsgarSLc3kV39LACuiBg6TYU0JK0OPE31RWeSMt6GutNP/HgXByqeXFJV8Y0eZnmoMmGshYquY5woeAR3xOLOSxPaWCyO3nlCvK5tHyZnH/vC2D/WJ68ld9q+NRSW8U70U+NcLH407DYOg4U+Uw6bm94IskPVeRzoPE7qkteF3RegzVzCqo7DgeuZMtLImrb9XM7YSbc1dFGgLTZbtnm9CaInB9nS8Bq1yXfQmriS+yqfpjlhFc3J8v/fVns7+YNXp/vTRVwRMTRbKoIMRWZw6WORBDUJ9ja5mnn6++PWRso3mUv4frckrKTAtsjcvkGeFtGoVegEiYnsEcbW9wOfz+rocHy+z+5zxtxqap9lCvQiHoOHrQ2v8e7bbyAOdkBPQ0CIC/vOL2pPORadyqm8h9jU/BZ+lQar08aIPngf/ZSdwr4LJE90BPqTJ/VxdMUV0GEpZVIfR1nXCdJFDzqvi4MlT4AgED/RTfZwFSu7jqBt249fo2PYkEh90tqwbSSdtkEcr+yG4q3EPPJXrJ4W4a4v14HuRnX0H3zj0xfhGYJamx5oQN8bRVxVEtakFNLzinF5vLD2QQxuOxnDNaRMtGOcHEYl+fFp9YzorVzK2BEydSltvI2a5PW0m8u4p+Zn3NXw6qJ38PETXfg1C49itCWuoi1xFZmD11nWc4KK7hNUp2zCr9KysuV9kuytHCx7IuxNW0jUarxaPdmD14jyTpDbf4VraVtoX8SJajgqmeTxjqW9xrQXtUMfF3RTMhMED+DRRtKYso7G6b7mSPcYWUPXyRxroLD/AggqHBEmbNGZRLlGyJ6yc7jksYUjCOfg0UWRPVTFsDGZ9S3vcSlr95Kf6AejU0kbbwtatqLzMImjrQsOa/s0BrwaPRmD1+k88TZceBu+9NewTm6lWd+6j/rkOxa9mbiQez/3X/lXMgevB24G1rW9Lxf0LbJvVfo2sq/9COPkEBZnD8s7jy3YywuASoMoqNFP2Zd0oxLlGmZb/Ss0JK6ieTq8xR0RQ1HfGerT7gRggfrn/wAArjJJREFUMDYr0IGg9zjI7b9M4eAVKnpO4tdE0GfMoCp9c8AgxxaTSYntPAPGDO6ufQ6PZukiDPJ3yq/WYrF3MByu8PHuP6ZMPUKyTkQToWNs1XSO8y0kwqAI8U0zV4ynYt1IESKT0Xayk+JpGeyAshsFNonOHuoSFx+2HY7N5HzOvaxrfR9JEOhJ3sCqlvdJmOxB63UhIeCIjKfFUk5HfOn84UZRJGewko8KvsLa9gMU2s7TkLqBodiMG03v020MWSO1bGx9F7Xfi0+rpz8qhfrkDYG4vebWFrzjI3D+TTYWJDKVKhHh0H9uRHiGudXUPTlNMAWr1XLLkejqIL/2xYDj0LnMuxcPDff70Xjdcg+4Ss3+0qe4u+Y5tte/zJGib4T9EbGOd+LWLC0pZ2ZOLm2wluU9x9D63WSO1jNiTGVl11EkQUBEANlCAgkBBPnfkjDzt+yxDQIeQcvyrqP41BEcKvnWkoLRB6Mz0XQdX3Q7tcfFPTXPMhydzpm8B298TJoIEsY7wrZpTepN1KZtDiSIRU8OkjN4jbyBq6iQEEU/O2pfQlRr8Kt0uNUROLUxOAxxAa/wud9xW3QmuUOVlPecoDZpXdAQ/2J0W0rIG7xR+VDWc5L0oRoOlj256LB2u6WE4v5LdB57Ue6fP/UKrHuYHNslQKJxkSfaGc5l38sdbfvoMhchosbs6ONQ6RKC59Vq+qOzuKvulwjAR/lfWtBvegaXwURu/1VqMrYuuF2ke4ztdb+kxbqMhlkGLw3WlZTazgWEeDZunZGa9C3UpG+ZNkOpJ3f4OnuqnwdBYCLCQpN1GSs7D8sirDZw5CZEeIb+2GzK+k5zIowQb254DbMlmuH1XURdjgbdrSfCoAjxb8VsMR4t7Ce61UzPg03kspyS1Rs4WfooY9Pbanwuupbwg2F0DWN29OFTa9H53JT1nmI0OpX6hDV0WYoXjbpb3n0MjzaKMWMyrZYy8ocq57kfzW1jUIk+0obryBytZ1vDqwiSiFdroLliPQM9NcQnpyPm+ZgoGibhZMbnSoRnmCvG+l4jYqQPyScgeFUcLHvyptJrMkdq8GgjbzylqNUcKP0Oe2qfZ0f9SxwuejTkj4l1so+hxZJ6ZqHyebBO9sixhNP4Afw+2SIR5KFuJITpZKHA38z8W0CQRHQ+9/QRJMyTNnqWIMQufaycTrUABrednbUv0mMu4nJWcD/nhDaGeEfPkvqlASYirRg9dtk7HThU+m0klYoY1xBG9whRU3aMHjspEx1kjdSj9k8FEpYQBCRBDUho/B7cGgOiSovBNbqkmw6Qh4dVktxRUGC7QI7tMh+WfntJ343GpLXk91+Bvf8fXHwHdnwX/H7Kek9zPmfpFcUDcbk4+sxsbHmH4cgE3BExIQMNjJNDZIzUYJ3owegdl60zp5OoHPq4Jdcs9BnTSZ7ooGaBbfSeCbbX/oJ2Syk1c1y82q0VLOs+fqMNKhwqFV3xJXRN939HTw6SP3CFZT0foZb8qKcmaExbOW0+cxOjPUB94hq2Nbwact3swqyE85m44p23pAiDIsS/NbPF2O+Tf9BGNvVi5kZr05QmEgkhpIiaHH1kDteQNNEhu3IJKiZ1MbSZSykYuAwIXEzfuaQfGpXoI2OwKtB20ZqwPOBtvRCiSkOntZxOazkgF/lkDtWQK1yj7OFHcVsmGdzcgW7AAH4+dyI8w2wx9kRM4UpxMLK2b8HWpnDkD1yhe26Rm1rNwelq6l21L3Ko5PF5YhzlHqUmcfEnoyj3KKs6DxM30cOkPpYTBV9lc+OvsMVmkzDRxfsV37/pp4bd1c9TZ63AGWFiVeeHlPee4mzOffPiKuciLZBhHePsZ2v9q7QmraI6df4T0UhUMonOnqWdoN/PntrnESSJAxVPsb3+FZLsrbQlrsCti140mlDl82Bx9rKxSS7WshuTyR2uoth2DpXkR5AkRJUGr0bPhDaGsagEbLE5DEelzhtyzuu7QHHvGY4Uf3PJqT4+jV6OF1y9no67/xiAVa3v44qIWdQ9bS5HC7/K/ZVPY57o4VraVgp7zpAw0Um0x45m+oZKFNS49bEMGxJotS6jPyYbnW+SuxpeZVIXw91Vz9IVX8qV9O0Lfld64wrIGaoKu17ncbCz+kW64wqDWp8CqFRMRFqp6DjM1Zyle0dPRFq5kr6NvWMtiIJ8W1kweIWynlP41VoGYjJpti5nZAHP6NnHQmLeEPvcFCXdgB5fvIdEZ8ItJ8KgCPHvxOzWpsQD2TjyRhlbOQDIEYq26EwckdZpk/ZuMkdqSXB0ovVMIqnUOCNMNFuWyVWT0z8YObZLuPQmuuMK2Vn3Eu8u+/6ibQMrOo8wFREjvxZyYLlHG0nWQCXtCcuX/H58Gj1DxlTKu48HUpRUk2pir1kRfCr+4PHPnwjPMLu1aTJVLl5bqLUpHJFTdpryQicEfVD2HXbVvMDumhf4oPTbQT+Car+HwVlVrXNJHGthefcJ9FPjDEansW/Z9/BrDOg8kwhIXMy9j93Vz3Fny5uczP9y2OPMReNzo58apz55A6jVdFnLKes4ytb617BHJXIm5wE5RCQEXl0UqaON8wIa4sfa2NjyDjWpm8KaiXSbi8gaqV30/AyuUXbWvcSoMUX2+1apmIwwYXH0LDlRSSP6WNe6D1tcLpaJHhoSVgXH6ok+zM5+zM5eTK4BkhzdZA3XoRY9AW9onzoCteijvOck57PvDUzDLJV2SwlF/RfpsFag9rlIG23icEn4Aq256Kfs5PVfIWmiA/X0k3lFz0e49LGM6BPotJTQH5sdtic7dbQBryaC0wVfxuC2s6XpV9xX+W9UZmwPOyoxGpkU8BWYi847ya6aF7GZcrgawr1qhtqkO1jTfoDw5WrzCZrOyL6HByqf5kDpk6BSET/WRrHtAhub30IQ/bgMJjpMRbQmLAtbLzBmTKKs+yMuTSc9zRVhzZgOwaci0XtrijAoQvw7s3ndSo6dvsC1+iZM1xKIu5oIkgBIJE/IxTD3X/1XJLUWuz6OmqQ76DSXhi0OSba3MhKZSE3qJkyuAe6peYH9FaGNCkD2100bruNQybeClneYiygcuHJTQjzTojRlmUQQIO03BeBVIUgCRXlZn1sRnuGxh+/j2OlLUAsxDWYmc+z072wj8cPsG2IsSnDpPchbA0nBPcYxzn4kQRW21xTkIdUdNT9nT81zHCz9Nqg0qGaqU+deU1GkwHaRgoGLqCSJ5vhyalPuDNoua+ganmlP8Q+KH+f+a/9OXv8lmhOXZsJS1HdePt9Zx6zOvIvqtC1sanmTu6ueocdcxKXMHfOKgsb1ZqzjHUGCmDpcy+r2Q1zO3DXPanI2Y8bkoGH1UCSPNLC27QDNSauDwiVG9RYSJjqX9P4iPA521bxAf0w2F3L3srnx12QNVgULsUrDSHRqkBd3AFEkyjNGvu0S2dNPh6s6P2RN+0FEtRanLgZbTCbNCSsWTOFqTFxDvk229tzS9AZDsRnTSVYh8HvJHrpO+mgTMVOjqH1TiIKaSYOJvphsBNGPzudCEASOFXx10WknALPThkMrfy9d+lgOlj9F6nA9qzo/pLTvLKdzH5hvXKNSIaq184w1ND43u2qeZzAmPciJKxS2uFyENv887+lwBKYzLEVczpQF3quRiwnbElcwZMrmZKA33UNx3zlyhqspsp1DFDQMR6fRYl0WcHLD7+Xikf0YBhrgj1bwUNvr8q7RXlIP5YNfQOWWv/u3qgiDIsQfC3/zH77PyQtX+Jefv0LPdrmaWjOsI/kDedjqo5uxw5wao2a65/h0zoPsqn2RrfWvcjxMWMOqzg9x6uPmDWE3Jq2R57WWSMbANVZ1HgYgYlyPR+1ieKWNhMtpn6hj1sfNCz/8O156ax9vHTqGvs9IWosJX9wUosHD3VXP8N7VJsSL70C0Bf5PZdBTbVnPqQUj1mY4XPottte+xN3Vz/NB2RMkTHQEVTprfC5WdB0jebQRn8bA5Yyd9M31ip4mw95M90zvsVrNRwWPsKXhdQaiMxattgfIHK7hcijPcrWaUwWPoJ+ys6XpN9xf+e/UpmygeZZxzHBkEpkjNxJhs22Xqeg5ydnc+xhY4pCrxucOKSRlncfIHbzG+Zx7A0lQM4waEsgcXTyLWT81zs6an9Mbl8vlaf/oPmMGucPhh1vnoVJh8DjIHK6lIWkN2UPVvL/8DwKjVCn2ZlLG28kdqEQlifg1WhzaWPpic2izLguMovg0ejxaA8XdHxE9OcRHy74feIn4sTayh64T7+pH63UBstnJkDGFpoSV9Jlygm6CcgcrOVzyLVZ2HmZ39QscKP/OopXycVND9BqDR1x6LEX0WIpY1n6Iu+peZjgmgzPZexE1N441HmklZ/Aal6d/f1Q+D7urn2c0KnmO01p4RqLTWdH5YSAJKRwz0xktSauomTWd0RJfTsHg1fkjIGqdnEk8XdBncvRS0nuGdW37Ufm9uCNiaBj30175IS4g673/CmVlODJH8cZ4EKN8xDbFY4qI4d///i9vWREGRYg/Nu5cO22H+fNZEYop4+gHI4MduEZ65AIUS+gffI3PRd/MD7NKxeHib3LP9WdY3n6Iyqxdc7Z1kzLSxMEQ/aI+jQGfOoKkkcZF+4djHbaACHc9XAf6TybA4dPi0YfkApq3jx2j+74mTFetRNpjESSR9PEWOkBOxZrjb2tx9nE2ZxEDkGmOlDzKXXUvs6fqObpNuTi1UcQ4+1nVdYQY5wAOg4XDxQsn1QBEukaoy73xAzdmTKYhcTVbGl7n/WW/v2CyUpRrGLXoXfD6uiNi+aDsO1jGO1nfuo9C20UuZu1mwJTLUHQ6BQPyzVogvKHgKwtGN85GVOuIn+iaJ7Rb61/F6BrmcOm3QhYWjRhTUfsX7nGd8U/uMhdSOatQrMdcSLHt/JLODyDOIc8tX824i05rBfn9VwKJVUEdBQCiSMJ4Gyn2VjLtjRT0X5oWZx3jOhNOjZEi20UcESa2NbyKweMA0Y9frcMelUBDwiq6TAV4I8I/WSeOtiCqtEzqTZwq+DJb6l8LiPFCbUz6qXF600Nf52tZu6hO38qWhtfZe+1pmpLXUpciF2r2GTPJHakG5NGzPTXPMW6wcjp/YSez2VSlbGBLw68W3CYwnZG2ad5oTkPSHRTZLqLyexa84RgzptwQe7+f/P6L5HiuMp6UhtsxTk5yIpJaZHSj3P+eeCqTBKw8/b9u3SfhGW7ts/+cMVeM3akODOORTCbb2drwGoeNK3D86DuyEP/ntyFrefAB/H5ACprLFNU6jhQ/ys7aFxmJSqTTuiywbk3HB0wYLEyFGUrticuj1HZu/g917Qm5BWPLt4hNzZGHo2Pd6DzaW16EZwiI8QdyNfWIvg9DazTLfHeRmJ7F1c3/Ce8sIVb7PQiib9GghtkcLf4GW+tfIXe6LWZrw2vYYrI5tvzLS7IDjHSPAgSi3maoT9tEykQ7Wxte42jxN8PuX9F7irGlRM0BwzEZ7Fv+B+TYLnFH6z5cuhjO5dyHyu9lRdvBmwpvmGFSG0X8RHdAiNV++WnLp9axv+K7YX90XfpY2YAkDFHu0elK3jKuz4n0nNSb5GrvJXgQR08Ocmfjr6hK2RSwxvRp9aQN1wUKFIN4638ycO0QA1/5Wyh7HJALIRPsbaSOtZA+LM+Ja0Uv7aYSesyFNzzkJQl+9Cg0nIbH/xnWhH7aLO89RVfcjf8fTxR9je11L7Gn5gUOln4nbPGVSvQxZkwO+179ah1HSx7FNNHDptZ3yBm4yoXse+k2F8k3LqKP3dUv4IwwcbLwkbDHCYU9KglJEMJaoi46naFWM6WLIj9EjnVY1GqaUu6gKeUONkeaMDt6mUp04hHlgrZbtTo6HDdXnqmwKHeuXcmffuvrpB7NxRczheBSMbKpl8kMOyXVvwafB/xeGJo/RxY/0YlfHTFvuUsfy5nch1jReQyToxeQiy0Sxto4NSfwfjb1ieuImv6xD+Llv4DL+1C9/F8C3tETZbJ/8O0gwjM8+tBeHty2jbT9hajcKlw5E6giVCSU53BP93voPM7AtsU9pxd9egVAFLHa21nX+h73Vj5NrHMgsOpQ6eNcyLt/yZ68WYNVuMLcRB0t+D2i3KOU9pwKu7/V3s6VjJ1Leq0ZWpNW8+6yP2IkMpG76l5CJfnJHK7hVP7DOCKW1hYzw7AhkXiX7GIU4+zn3ms/ZiQ6lUNLMSURhOkbz2CMk0Nsr/0FLfHL5onwDDN2lQsR5R6dNqhYS+us0JP+qBSyQg2L+71w6MfQ3wLHXggsFlUabHH5uCJiiNDr+fOnHsUgeRiKSQ9OKHNPQM0x+f/vyoMLnldd8h1By44UP4qo0rCr9uchb1DkuXhpwfc7w1h0KvuW/QH1iWtY3/IOG9reRZD87Kl+nild1IJ55AvRZ8pjRfexectzbJdY3X6Is3kPLFhTUJ+45uamFKYJFGY9XEfEqJ6xioHbToRBEeJPhBkxTv4oB0QBRLm1KfbOeMrXb0V//5/Byvn9h5kjdUyEeSIZis3getoWtjT+Gp3Hydr2g9ijEhasBHbrYxAFNXHjXcEriuT5m6z42ECAAwD+Tz5F6dNmthjHXLcgRYjY7m/CF+Pm7qpnAmKcbm+izRy6+jTKNUxF51H2VD3L/Vf/lTva3kfrcXEh6245o1WlpjlpNbtrXsQ4HYiwFNLsLXSYwoRyqNUcKfoGebZLWCa6561OHGtBEtQ39QQL8g1cae8pEh1dgd92SVCxqflNHrj6r9x/5V+4t/JpdtS9xJrWfeT3nife3okqxFByb1w+ke5RMgYq2Vb/KnUpGzi3xKF9v0qHZU77U7RzgLvqX6YxYeWCJhT2yEQyhqvDrtdPjbO99iVa4pfNewKrT95ArDOEtadaC9ufhPgM2BxcDV3Se4bykUp+/N//MxvXLOdv/vg73Nn2Hgn2WU5dhhh4+K+hZCvs+aOQ55U6VItXExHS+/tQ6bdRSX62N7w8T4zNEz1IqqV7zwO0JK/lYNmTRExNoJJEDJ4JXFojubZLRLlGbupYADXJG4h2DQctK+06QVnvaT4q/MqiLWjtCcvRel3ovJNLfs3ZIqxCBX6BuKaE206EQRma/sSYGab+p2dfJuFQFqNr+hi9s49kIZfcThXHnX3zhnkskzY640IX9QC0Ja7A7Bpgd83zqEQf+2YVjISjPzabit6TnIi5ESIQ+9B/YGNOLP5cryzCHhXR9WYEj4o//PbtI8IzzAxTv3XgGM5MOzC/tUnnmaQt0E/tInvgOhn2xukfLQGn3kRDwgra4pcHDYnm2S7g1UZRlbaFKbWe7XW/5KOCR0LHv81BP2WnMYRh/wyTBjPX0u5kY9Mb7K/4XlBRVGnfuRtFXou9jmeCwr7zpI02ofFP4YqIpTp5PQWDV0H0oxO9Nyrz/X7inL0kjbcT57SRM1mNduBSoEJaQoVXa8AZEctYhJkI7yTLu45zOu/h4PnWRZiKMJI43h6ofo512tjS8Br1ietoTJ0fCzobW3QmBYOhCxF1Hgc7a35Op7kwpJg7IuMRJD8an2t+u8xX/k7+ZxazRTguVh69KC/O52/++Dv83Y+e42T2fTdEaPfvy/+EodR2jk5z+KfGgyXf5p6aZ9na9CuOz8pVtjh6mFqiFajOO0lB3wUyRuvQ+qbkIAqfC1FQI4oS+YOVlPadAVFEUmlw6WMZikxiIDqdgZissBXcLn0sfrWO1OF6OZ6x7QBpo00cKf5m+OrxOTj1Jor6znF9Cdnos0UYPRivmcEv3JYiDIoQf6LcuXYl7x85SWNbJ4mH5f9ZJa2IqPWxteE1zuY+QH/cjRaaCK8T2wJ3liqfB69Ki2b66WRz89u0xxXREV8adiiwPmkt2+pvONPMtCi50/1IOpHUNwrkJClJICst5bYT4RkefWgv+w6fJKojFkNfNPbSAfrvbiHxQC73XP8JEgIbW97F5OxDkG4kCdXmfnneHO5sMkYb6YmWr1lj8jo8Gj2bG38dslp4NrHOflCpFx3Gbk9cRZq9lbvqX7kR4iCKRE8OcqIg/FxflHuU4r7zJNlbUIk+JvUmLmdsD9QLqD0uVnQe5f1l3+ee6z8lyjUs/6Cq1YzGpIe1UNR5HCTbW4mf6CZrSH4qFZBY3/I2zul85k5LMZOLuD/ZI8yYnPKwdtxEL5sbf0V1ygZakhdvkesxF1DaO3/IXuNzBXpjK7PC98Z6tVFkDVXRnLTwa4US4RnCivECGKbGqV/IDlOtZn/pk9xb/Qybmt7g1HRBlcXVz1hE+GmTueI7qY/lesoWuq0lrGnbj1etJ9IzTr8pm/MJDwX2M7pGyBiqwuroJnWsOVBA51NHMGGwMBCVSn9sFmORSaBS0WEuoazvDFkjNcQ5+vig7ImA1/hSqErZxJqOD+YLsd8Htma5nVClZnvtL4h2DTG6so/oFgsql4aYRjM6nea2FGFQhPgT53//5Z/eaG26qwW1W4OxKY7IXjk8fnaEokr0y1/6OcQ5elnefZwY5wDuiBhGo5LwCWqcOhPF/Reo6D6BX61l2JhKm6UMW2xOoOhjItKKBBhdQ1jGu2QvYyT0Iwa8vinsJYNYqpNvq+HocLz+7/8otzYdPIapNgHT9QRcmRPo7DoEJDyixIFLVfj62+WCm7TwTy8zGF3DnMq98ePWbl2GR21gXev7XM7YTneooiAge+g6ExGmJZ33qYJH2Fv5NCs7PuRK5k5yB67g1Rrm2Q7GOPsp7r9Agr0dQRKZ0MdzLusehkzzRWJj2zsMx2Tg0+gZjkphRfcJTuWHrzeYwaMz0mGtIMXegqTW4EXDlYydjEQlUtB3kczRegr6LwEiHq2Rgeh0OuOKGIpODypEGtPHkzNZjWWim02Nvwkb5xcKty5aLo6aVbA105YzHJ26aG9sT3QWGaNNCwrxQiI8w82IcXb/ZTzayMV7htVq3i/7Lnurfsz61nc5m3M/0e4RGuOXB202T3wjbohvAFEkebSJo8XfJHZygJWdh4N8BRwGM7XpczKS/X6SxltJG2mUr+XAdJW5oMKjjSRyyo7OM8GBOSM0S6E/Lg9V2/tEukeDb9Se+0O4vA9W3cf2jXcQ4xpG0orE1ScgakRUE7JMPf+Dv7stRRgUIf5UmFtNPby1mzG7huT38wKtTW6dEVFQ3/ixEkUKbBfIH7iCWvTRF3ujGndt63uofR6u5uwJON7EjXdRbJNzb9V+Lx5tJLaYLFqtyxiOSWd12wHiJuXCor77m/Ab/bdVYdZSmd3a1LelnfjLKUgqCUSByK5KfJfelzc88/q8Ycq5yIVwwrx5+l5zAafVEWxsfosInyvkU17SeDv1SwgDmeFQyWPcXfUsvTFZFAxeoT5BFi3zRDdF/RexjHchAGNRCZzM//KCFbb4/cQ5bBycDrK/mH03d1c9G4hSXIwNTW9idvZxsOwJNja9ReJ4O73mAq5n7eD6rNfIHqwkc7Se9WP7EPxe/GodY1FJdJvyGI+MJ8LmYFPjb7iavpXOmzCeAfBpDaSONdFjKUIl+thT8zwTBitn8x5adN/6lPXsqX4u7PqliPAMSxXjwoErtMaHvimbh1rNvvLvct/1n7Km/SA6zyQ95kJZfG0XyBiZLb6bw0YhZg5XI6q0OAwWHAYLy7uPk2O7tHC+r1qNLS5/3miOzuNkQ9MbRAJq0c8913/KmDGF+oSVS+45Bxg3WCntO8vF7FmWmX1NAES2XyBmZT6eOBf9d7cDcnW0VWu5bZ+EZ7h939nnjFB9xqglJlPH2drwGp1xxbj1MUS5R1nRdQzLeCderYHK9K30WBZ/MhuNSefMzHCi30/GSA25Q9fZ0vgrVH4PAuCJnkIjqb+wIjxDUJ/xPQ2IKpH4M2nEiCaSs/Loc/pg7eI/6NkDlUyGiZgbis3kRKHsI633ueSUmhlEEZ3HSbtliT/MyE+iF7P2sK51H4IkkjbeRlnvaRBUDEUlc6z4G0su3FrXto/xqIQbEYY6I16tQXb0WmRoeGPTG8Q5bRws+w4+jZ7+mEzS7c3zN1SraUtaFfSUa7F3kDdwlbK+M4EiOZ9KS4a9GaNnnGFjKoPG9CBDinCMRiaQNlxHT1wBu6qfx62L5qPCryzp/c8US4Vyi7oZEZ5hUTH2+4nwOGk0l4NzDKJMix9UrWN/+ZPce/0Z1KKPHXUvofXJ8/sLiW/Qe+k7R/2snt7LGTtY235gYSEOQ8zkALHuEZoSVpJub+JYwVep6DzOurYDCKIPR6SVRusKus1FC97MVaZv5c6mN4IXPvGvpO7/B/KzMpC0fsYqBoHbr0VpIW7vd/c5Y64Yg8DIBrkdKbNTdjgq/+DvqG2oY3znn+CrCD3EJknCdBJPGNqv0tldS+f6R4j12NlW/zKe6Cmc+aPENsZ/oUV4hoAYT6c2DW3tJv54GnfsvB9RUHEgJZ/FYtXT7C00WZeHXT9mTOZo8Te5q+5ldD4XV7P3AGBxdCOpNIv2wYLcm5tju0yavRnjlB3VdGKSFxWHSh9fUtZsEH4/ieNtHJ0TZF+VvIGK3lMLCvHGpjcwzRJhgNZpk4ylMBybyXB0Ouvb3sPqa0cQ/dQlr8M0OUiKvZWc4WpUfi8gBx9MRUQzprcwEpnEUHQadkNC4EfeFp1Fcf9FdtW+gE+tDwSeLMhb/wvqTsJX/x53RAzZQ9cCMY3w24nwDAuJcb7tAg5VBNI/7JHbFp/6CawME6Lg91Ngu0D2aB0RnomAV7SIindW/dmSzyfKPYLW5wq6nra4fHydR8jvOUvTIgVxs1H7PWxofZerGdvptBSTO3gNt8bIhXy5V1rtc1HeeYLlPcdZ1XGISb2JlvhyWq3L5pmUjBlTEJCIddoCoSSbnVWYV62m9/4GTPusTKXeuilKvy23/zv8nDFbjP2IaCZ0jGzqRf8rI2qfmgsXLyAOdoD9H2BFmLkuQfayDoljBP7fV8A3ha6vnm15lkCLkrE+Dny3X4vSb0uQGG9vRm8z0vNAE9bjmUsKitB5HLRYFw4ucBgsHCr9NjtrXySi2c25vAfJGa5mLMzTa4yzn7z+yyQ6e9F65adGd0QM/cYMKtPvYmPL20xExGF19OAVbi5SDqC86yiuiNh5T89d1nJWdB0l1tkf3B87zabG3xA72c8Hs0QYwKOLluMFlzCsrfM42F7/MiDw/rLfZ3PTG0S7RrmUO7+Vz+gaJnWkAYujh/zBSkr6zqIS/UiCgE8dwZQ2igjPBCq1jkOljy/+xp1jcPDf5P8+8iwd9z5G5lhDQIh/FxGeIZwY5w9fp1qXBgPT7U7NF4KE2DLeSXHfOeImBxBEH+6IGDrj8mm1rmBV+wegEoh2j7Kn6mccLHliSTdwK7qOMxw13yHtUuZO7mh9/6aEeFftiwzGZgdMUCb1Jkp6TwXml/0aA5U5e6gE8Psp7T1FUf8lyrtPMqUz0mYuoSVxZeB7MxSVTFnfWU7nPRQU4GBsMyMZ/F84EQZFiD8TZrc2Wc6k0L+9k96vNGI+lUJ2Ujwtgx1QFr7Ef8HWfrUWdAbwTZE70YwrTSe3KPkgsj0WlVt9W7Yo/bYEWpveB4/ZjRjlW1JqU7y9c8lPte6IaA6WPcmumufZ3PA6RvcoV9O3BaYQModriZ0aQe3z4FdpmIi00mhdTpe5KLjn1O9H7fdyovBrrO48xD01z7K/4nuLBtvPJnukNlCNO5eB6AyWdx/nROFXg5bLIjwwT4RnEFUazM7eBWPtEsda5ASl2BwuTKfodMQVUNR/KWSyj8NgCe3CNP1Ef0fLuwB4NQZ2V7+IIPlBUOHT6BnXxTIYnU6nufiGB3tkrDzdUH8K1n+ZhqTVFNouAB+PCM8wT4yNGWi9LjrL7oav/j1016G66zuUtn9I2kQbOs8kfrWWwZgMzubcP68FzOzq50r6DnpNeWxtep29VT/hQPlTC19zUcQy3smB6RqA2QyYcvFq9BR1n6Q+bX685VzWtOxDECXOZt+4WWpKWElp7+n5hV4AajU16VvkqRi/n9yBq+QPVVJku4BXo6c7roDa5I1sbvr1vBSl6A75QeGLJsKgCPFnxp1rV/LWwWO0d/eS9kYBaCS8FjeFe9ZSsnoDJ0sfZWyB/YVwKwzRRP9/L1F+5QWMqy34o7ykvp2P4FIjSAKpSQmKCM/h0Yf28taBY+hG9KS+lc/w6r5FxThn+DpjhqVH6Xm1Bg6UPcV9155GJflZ0/EBSAfwaiMZNKbRlLhGbl1b4Kkyc6RGjjRUqbiUtYd1klw0817F95bk5pXfcxavxhBWMC9m72HvtZ+C6AsMKd7Z+GtiJgf5oOyJ8D2mOiNJY61hj7u88wiZg1VcztgVVNXbaSmlvPvkouc9G504xeqOQ4xHJcqFcPEVgeHXSPcYCeMdxDt6yLA3UTBwRRZowK/RM7FxI8O7vkKnuYgJtQ5Uala37SfX2f6xiPAMs8W4OzKNSb2J9OF68pN0GOMyoPNNHAYLjdZVtMWXLzgnrvZ56DXlgUrF8cLfY13bPu699hMOlX4r7LREge0CXm1kSOMQgIuZu9nQ8vaiQpw80kCyvZkPyp4M+l62W8pY1nkUtd+z8A2BWk1L8mpapp3N0gZrKRq4QNZQFWrRh8XRS9e0CAtTKjSjOuLior9wIgyKEH+m/L//9ueB1qb+NV0YuqKJshtBo2Jbw2ucKPgKIyH6OSUEuX0jBJn9V1k5cAwpLRMGwe/yMpE1SlxTgjIcvQBvPvNDfvHmPt4+eJT4s6lIFyTGygYwNltuiLE2Un6iSszBOt7JxczwvaozqEQfWYPXyB2uJtJ1w250NDKJk0ssLpohd7CS3pgbc4/ns+9lfeu77K16hn3lv7/o03nRwCUuLXDOfo2BKV0UxX3nqUvduCQRBhiMSibR2cPcdGKVz8P2hleI8Do5UP6deTGDPo0ev0pDrMOG3Ti/bW8uke5Rttf+ksGYdM7lPUhZ5zGyRusDQjypN9GuN9GesCxoP73HgXW8nfiJHpIdHWQPVaGSfKhFH+nDdfz4B3/zsYnwDDNi/Df/9BP5777T9MXmcDFrz/y4wjBYx1rxqXVBIng+ey/l2o/YVfMCH+V/hbEQAR0FA1fkEZcwDMVm4tFGUdp5jJqM0NvpPE7Wth3gfM6983uFVSomIuMp6zzGtQWyjAN4XPDhT+iOS6F7w+M8dOmHAEiCSNq7srOc4JcfLX78D3/9hRNhUIT4M2duAdeoRS7eSn+lmM2Nv7qR2rQEYh02VnYdBcC2uxWfxaMUZt0Ejz0sD7+9c/wYwyV9xNUkgE9AUvm4u+oZ9vX68e/7J4gyIT3yGANxods2dJ5J8vsvkjHagM47iVdroCOukJrC32N7w2sMRyaRPtrA6vaDXMras+TzM06NcSEruMjnbM79bGx+i71VP2Ff+ffDinH6YBWSoKJvkSSuytStrO48RLyjhxjXEAfKnly0irkjvoL05jeDlsU5etnU+BvGoxL4cIE53DFjEoV957iQ/+CCr2Fy9LG58VdBQRB1KRvIuf7jBfcDcOuMdMWX0RVfFlhW0nuGksFL/O2fPvmxi/AM5cX5fOOhu3n1vcNcyty1JNOP2RT0Xw4Zy1mVthmHNpotjb/iQvbdQRGbcRM9qEQfPZbiBY99IWsPm5reCCvEO+t+QbelOKwpTX3iWlZ2fsg1liDEx16Ed/8vACt9XRApMFJhw1k8CuovVnV0OBSv6c8Bs4MiNMNy6IOo9+O2Otna8BqmiWBPXgkBYc5M8Yxjlk/nYyrVqYjwb8ljD+/lga3bsNQm03tPMwNbOsEgopJEcjqnh1GnnHjVwd6/xskhVrcdYG/lv7On+hlS7a3UJa3lneV/zP6K71GTvhXUOqKmxmhJWMH+0idJGWlkeefRJZ2X2uMCScIROX84/HTeQ9ijEtlb9dOQQQoAy3pOUp28cdHX8Woi0PrcxE900Rebg2myf9F9xozJgWpngMLe82xu+BV1yes4McuqMRTtcSVYJ/sW3CZxrIUtDa9Tk7wxKAjCr4kAQY3JsfD+cynpPUPFSCXP/M+/orQgb/Edfge+dPeO0N7USyDONUC7ObSgtiWu4HzOvaxtO0Bu34XA8hXdx+mNzVn02CPRabh10ZS3fzhv3camN/CpdFxewJ2s15SHyu8NCk4JS2IOCAKaCANWyYkkSDjLFBGezRf3nX/OmPtkLGlEJrPsiAZfcJ4xzMvRnRFhV9oEkiCiETWKCP8OBJ6Mp1ubeu5vQj2qpdi3nkhjDKq0IkYt+STY2ygYuELcRA8CMG4I72QFchsIkhQYmjxY9gR7qp/Dq9ZRk7ppwXMq6TuLc4F0qJP5X2ZLw+vcU/0z9pc9FfRkHD/WhiD6aE9cHnJfncfJyo4PSJjoRhTke3NHhInYqVHWt76H2u8FQRa+ca1cCNURXx7cg6tSYXQNs6rzMLHOfo4WfZ2JqIQF3xNAt7mAVR2Hwq7PGrzGss5j8578ZrDrLeQNVnJpIQOTWcyI8NMf45zwYizZgWt8CKacYJWjOFV+L7YF/MRtcfmBXnWjx05V6haiJwc5uoD16WwuZu2RYyLT7wp8XzIGKrFMdN/wHg+HSoXdmMzyzsNcyAsd+Rhg+W7WPP5fiPeO4Vo3jr5ZtoxVRPgGX+x3/zljthh7dV60061NnCJIjKfsI6imxoBgER7e3I35ZAoql1oR4d+RuWKcdCKLqVwXaZYSdHYd4mgTyeMdDBpTOVL8zSVFKOb3nQ8SL4/OyIclj7Oz5kV8Ki0NC/gQp4230GRdFnY9wInCr7Kt/hW5mrr0ycCP69rOQzQnzrGP9Psp6jtD3nA1Kt8UY9GpnCz4MqPGFLbX/RKbMT3IhETnmSRxvA3rRBfp4y3kD16Ve1xVKjyaSNR+LztrXsRpMPPusj9cUjU5ACoNPrUO61grg6bgJ7nSntPk2i4uGKLRkLiGVZ2H5T/e/t/QdhW++t8hZf4Q/GchwjMsKsYjPfD3O8DtgD98kaTUDPmJf5GWsDFjModLvsX2updIG2nAHRGz5BjOUWMKrggTKzo/5Gr2HgxuOyu65ACPpdhX1iTdwfrWdxfdbnP9q5g1Hrof6SDpZDbOZLsiwnNQPoHPGbNbmwxdMdiXDwaJ8WHjCmqf+UuQJKKiC9k2WXkjylAE3YgBrVOntCh9DMyI8dtvgqgRGVrfDSpIfb0QRA0flH57wT7juWSMNQWFwoOcanO05Jtsr30Jn0pLS+LKkPvqPE7a4ysWfY1jBV9je8Mr3F37PAfKnyLaOYDG56YuWe4bTRxtYVnPCQxT47gjYqhK2UiHpSzoB18SVAhScBSfRxdJV3wpXfHBjk5G1zBZg9fJH5BNPfRuO7vrXqQ3JodWa8WSknmGYtIptF0KEuI17QdJHmngw5Jv3WhBCoHNnI+m7X2E4S6kAz+SFx75GTz6g6DtPksRnmFBMbb3g2tc/u/+VvK0wwwt0A42G7cmkhFjKgn2NnT+Ke6/8s+IKi0ejQG7zsSIMYWeuIKQN4vns+5ma8OrXE3fwY76l2hNXLHkFK2h2EwEScTgGg17jea2KGlGdeh1EolTiYoIz0L5FD6H3Ll2JW/sP0Jnr42014sQjT4cGWNMpo5TcvrXXPDLkXQlVa/j2pSC1+Qm5b08VA4NgiSQZLUoIvwx8djDe3n74DFUPhUp+3MZXN9Dz1cbFu0zDoXeM0FbCDF1GCwcL/waWxtew6vSBowTZoh12PCrNEsz2VepOFL4dXbUv8Tu6ueQEOgz5bKx6Q0szl5ElYYOcwl1KevDHk+ChZ3b5mybM3Sd1vgKMkdqeXfZH5E3cJmskTqyh6oAiUl9HF2xebRZK0K21LRZyljXtl/+QxS5s/kNTM5+3q/4Lv4lxP/5tHoyPIN0FN8pPxGvuDto/edBhGcIK8bZK+WbB3s/bHmUuJrnOJ+0SCGf6GNl51HSh2tlP2m9mb6YbGpTN2Bx9GJ29hHnGiB7tJ7C/kuy8QoSokqLV2PArotlJCqFKa2RvdefxqWPpSotRG/wAgzHZLCi6zBnQgyHzxPhMR2CX6WIcAiUT+Jzyj//7X8KtDY5EicwdppQOTUYMo1UrN+KJEmk5OQjDAhEOPRMJk4Q67bwB9/4CndtWDxKTmHpyK1N7/H2wWMkfpiFGOVjaG0PcZdSlizGOo8DEOShwxDYjUl8lP8lNje9gU+to3fWfGhx75kl5RsHUKk4nfMge6qfBUA/Nc5wTAbHir6+xNaZ+cWAoYhyDbO97pe0WJdTk76FjJE6DB4HzclrAy1Fap+Lot7zZI3WUdh/EQkBR6SVjrhC2i1liBodA9GZcrGX38fO+l+i9U/xXsXi7Vgz9BqzyLE30PFnr81b93kS4RnCivGmG5nhgt/LQEyYuWRRpLTvNLn9V5jSGfmw5DEmDWbKOo+R5OyiWq1jMDaLwdisebuqRB9xjl4sjl7iXANk2huInJIzuoWpce6sf436pLXzpgnCUZ28ni2Nv5q3/L7L/4JG8uFOcpJ8IgeVW41qUpYbRYTno3wan2Nmzxn33tWC1zKFrs9AriAv79/agSdlMlCYpYjwJ8djD9+HIAi8fewYDusECScykHQiYoT3hhgff0n2Mn74ryA9eAi3qPfsoqEMozHpnMm9nw0t73JOpaF/OtUmftLGpcydC+6r8bnJHKomc7QBo2sYkPCqdGhF2XThavpdTOpNS3qvkiDAnKHpuUS5R2QRjl8WmEsej0qguO80V3JutFj5NQZqMrZSw1ZADloo6j07bYH4EX6VRk6KkkQeqPwRk3rz4oVCc6hJ28ie6ufnLf88ivAMCw1TpwzXy6MVIeaHc22XKek9jV8TwUcFXwlK2WpJWEl2bfWCryuqNAzHZDAcIw8/59kuUeo6hQRUpm0leaKDte0H0fg9+LR6+qNSqU3ZGLYGwh6VhOiX0Pzbo/i66+CJH7HF345G8uGNcSOqRCYTJojsiyHOZOTHigiHRPlEPufMFWNPsouJvBG0Y3pFhD9lglKb7m8gssmEqd6KIInsvPQvvP/Gv8sbGozw3Z8G7Zs60b5osRXAoCmHS1l7uKPlPU7nPcyQMRW13zO/elb0kT7SQNZILSanDUHy49VG0ROdxancB/DojGxu/BVOdSR+tY6dNS9yJXPnvDne0AgIhBfiKPco22tfoiW+gpqMrYHlHXHFlNrOLXhklz42KL4z1mGjpOcUKiSQJAxTY+yufo7+yFSak9csKVFqxigkyjUcmJP+PIvwDOHEOHewksGY4HnatKFalncdBUHFhex76Q/Rw+7Sxy7Z9xsgu/8qpT2nOFb0eyzvOUHieAcXZny/RR8Zw3Vkjdaxve5lBESmdEa6Y/OoT14bNGXQpY7FVyW34SV98APi1m9E1Pux7ZXbtRJPZZKgiVeehBdA+VRuAeaK8QyKCH/6zE1tcpSPEFVvIu5yEonpWfT39cDyu+ftp/VO0r7EPNoeSxFq0cPG5jdpTlgh21oCCfY2soeriR/vkp9YNHoGolI4XvDVkK1Csc4BKgseYTwqkW5TPhta3yXN3szZ7PsW/KGWAEEMPTQti/AvpkU42Ayi01LMsq5jS3qPM7h1kVidPfTHZhPntHGk+JtkDNeROt7KtvpXUYk+/JoIxiIstFtK5Zi9EEPWTn0cuQOVXM/cfkuI8AyhxNjkHubsdHFdgr2N1e0foBa9XEvbQqd14YI9v1pL4nhbYDQlHFmD16joPsGJwq8yHpVIe1wx5X2nb2yg0tBpLQ/UK+g8k2QPXSN9rIncwUoQBBwRJlriK2gquJeskt8wNDxIUX4+vjg37jgXoLQoLRXlk7lFmC3GzvgJVB6VIsKfEXPFWDT4QQ0b9jyMKMGBZTuDIhSNrmEkVPiWUHg0Q6e1gljnAAX9lwC4/+q/Iqm1jOqtXMjas+gcnkr0oRJ9jE8nKQ2Zsnl/2e+zq/ZF7ql6hqPF38A9x3JyBkkQQnqZLyTCAKJah1+txTLeGRj6XAiD287O2hdpty7nevoWHrj8z3i0kTSmrKMxZbqVS/SRPNZK+lgj5X2nWdn5IahUuHTR2KIzaUpcjTsihub4Ckr6L+DrNdwyIjxDkBhn7UXwe/GpteyuepYI7yR1iWvktKQr70N7G6wJ37friDCRMtayoBBnDFaxrPMYHxU8Ehja7rQUs6LzSNh9PLpIGlLW05Ai3yBETw6SO1hJSf8FdJ5JVBu3IQHdD9Vhei8e++ZORYRvAuXTuYWY3doE8AePKyL8WRFIbXoTJEFi8M4utKMRmKoS5xVwFfWexW6cHy04F7XfQ1HvWdLHmojwOPCrbrh3ncz/MqMxS2tnAUgdacCnDa6K9qt1HCj/Lqtb32dX1XNcyr47qChsBinE0PRiIjzDUHQahbYLnFlEiA2uUXbW/YLWxJVUp8rhAz6tnoyhmmCvaJWGPnOBbM353g+hp57I+/6ETMZIGe8gq+ZFVJKITxOBzjtJ2fBVnv4f/+WWEeEZ5npTb278Fa2WcqpnnMROvwa/+HP5v8cHYfv8ZCWAnpgcssfqw75O6lAtKzqPcCr/4eACwAX6uUMxEWmlMnMnlcjV0RZHL327mlD5NSBBwtU0RYRvAuUTusW4c+1Kzl+tZsrjVUT4M+bRh/Zy9NRF7A4H3ngXU2lOTHVWRK0vSIwTnd1UJ4eI9AOsY20U2c5jcg0iSH5c+jhaLeW0JixDElTce+3HXE+9k81Nv+Fs3gNL9itOH2tkWB/a2epSzr0kjTSxru19esdbuZixO3ioes4T8YwIty4iwiC3Iq1pP7jgNlGuEbbX/YKmpDXUpdyw3ewzZpA1WjcvtAEAWzPs+38ATJpTqfvK31I3LeAqn4eNLW8R753kf/2n37/lRHiGpIRZ9qWSQKzXToyzXx7VGLPdWGcPbzvamric4v6LIdeljNSzuuMQp3MfCDliMRSTTmH/pSVXTMONFqWuh+tAD7FXrSB+MaMMfxeUT+kW5D9+77HP+hQUpnnhh3/HS2/tCwxTj+eNYOyOxRfjDoixxuumyyLH/6k9Lkp6T5E+3orW68Kn1jEQk8mp1DvntSiVdH+ES2+iPXElPpWe9c3vcCH7nkWDGwDiHH2cy9kbdr3NnM8+4/fYXf9z9tQ8x9HCbwTmoiWEQB/xbBGuXkSEAfpjsmVLTL8/5FyucXKI7XW/pD7lDhqS7whaV5eykR21Pw99YHOqXIne1wylW4NWFQ1cIsU7/ImkKH1aDA6P8kd/+3+pSb2T4t4zfFjyLVZ2HWZrw+uIgoqe0hIqxx5FkiR4+P8X9jhyEZWEyucJCutIGm1iTdtBzuTeH9aCtcVSwfq295Z8zjMi3H9XG5E9MWjtemLqLWg0akWEbxLlk1JQ+B2ZO2cc02RmcEcH5nOp3H39p4DA5obXUfc3o9Hq8JrTqU9cE+ijDUf6WBPtcbLpf7e1BJ9Gy7rW97kieheufhZFNH7PovO0fp2B/RXf547mt9lT/TPO5+ydnluUh6Yjb1KEAdnyUhtJxkjNvMKiGGc/2+pfpS5lPY0h7Dxd+lgEJPSeifnz1zoD/PUh8PtAfeNnq6T3DOUjlR9rnvCnzYwIV1rX0Ji0lrzBq1gcvZwu+DIAlvFOlncf5/6iJLxaAy29Z2lKWoOoCv3z7ddEkDLWTHe8fPOXONbCutb3OZ9974JPu0PR6aj8vtA3UT4PNJyBzAowmmdFGUoknsxE0koILnlU5bkf/I0iwjeJ8mkpKHwMzBZjR+oY8edS6bu3hbRXihAQ6O5oo/ntn4EhFv72GMQuHogQ4XHQNkvMbHH5nMp/mE1Nb6L1T9Eaxg4zyd6Gf0461EKcy3uQtMFa7mh5j05rGaIgoPW52XGzIjxznjFZ5A5dDxLiWEcfWxtepyZ1E81Jq8Pu69ZFkz1YGRh2nsdtLsIAtugs8oeu0m2VhXQ4JoMjJfIoWNZAJcX9FynqO8+kIY76hNV0mYuDphbGdGZSxlvpji8hwd7GHS3vcSH7bmzm0JGGAVQqpnRGsgcraUua403+8l/AmdchuYDNX/suABM5I4zdIQ+TK4VZvxtKDKKCwsfEow/t5cFt2zD2m1BPaNGM6ej+ej2eWA+67iqQJJgcg/GBRY9lcNuREOZZQg7HZHC88GuUd39EYV/ont2M0TrG9PPjEhei21rCgfInSR1pJHGslcSJTtriy29ahAFarcuIdo8G/jZN9LC14XWq0jYvKMIAHXFFpI81L/oat6sIA7QkLCPaPRJyn/aE5Rwof4p3lv8xvcYMlnWf4P6r/8rmxl9hmegGoNtciNnZR7y9g/XN73A5c1fI5KpQ9MbmkDsSwhTEOQaAzt6H2dGLpBIZWzYEKCL8caB8agoKHyOBauoDx7CeTaNvZyuCViS3bAWi309T8f3408sWOQoU9Z4OGyNoNyZxpORRttf9Ep3fQ1Xa5qD18Y4erqVuDrlvSESR1JF6ckeqEURfYHH2UBXZQ9cRVVqmtJGM6ePpj8mkx1yEf4GEH3tUIkh+BL8Hk7OfzU1vcD19G22hirDm0JC0mkLbhQW3uZ1FGGS3KkQ/Kr8HMdznrFZTk7GNmoxt6DxOVnQeZmPzW0iSxEBsNvqpcTY2v8XljO2BIeql0GJdRtZQCCF+9AfkmCLIijdh291C0uFsMPgVEf6YUD45BYWPmUcf2osoSbxz8DhpvynCZ/IwsLeTYs16CoVhDnici3pTJzu6qE0MH4voMFj4oPRxdtW8iEb0cDVjh7xCFNF4XfSYFi7oinSPkTdwhVR7MzrPJH5NBDZjKlcLv8Zd9S8jCQKn87/EaGQC8Y4eLI4eLJP9lNjOs7zrOIIkIqlUeDV6JrSxDBlT6IkrDNw8uPQmVrV/QOpYC1czts8LsgiLWgcqNXGOXkaNKfNW39YibGuWh96tWbj0Jgr7zlOXFmaIfhYeXRTnpzOBY5w2Nja9KVe9S36yRxuQ1Fr5+7AEty3ZmUxC7XHh193oe9/ccwhzQR7dD9UR0xCPGOVTRPhjRPn0FBQ+Ab718H28c/A4gigwsLUdUS8iRvrBIy4pKELrddG5yJOMOyKWg2VPsqf6OXR+D+ez78Hs7EVSaeYX24giaSP15AxXEevsR0BiMsJEXeJa2i3lge1XtO5nIjKB3ugM1rXuY/+y7zMQmx2ybSrKNUzCeCcWp4208TbyBq9NJ/yAWvRhnBym3VK6dBF+/59huIuhsiJyBq9zeY4Q39Yi3HwB/u+XQKWGv9xHlymfzNH6JQnxbEr6zqEVfUxpI+kx5RHhcbKi8yir2w7i0UbSG5tDS8KKBa1DnQYzJX1nqcq8C5ifohTVE4vgVSki/DGifIIKCp8QM6lN70xXUw+t6cF6Jg3vrNamUGIcN96FX60NPyw5C48uiveXfY97rv+Mjc1vMamJYiJCzoaNdI+SP3CFlLEWdN6Zp950LhY/hstgCnm8NHsrF7Lvpt+US/7gNbIGr9MexlbRabDQZrDQNme5wW0PJD8lj7eTcfmf8Wn19BkzqE3diDsidv7BOq7Du3KGcFXEY9xZ5A9afVuLMMBonxy04RfBPkBbwdqAq9qS8PvZXfdz1H4PB8ufpLD3HAmTPRwpfjSwPnOkhrzBa2TW1QISjkgrbXHFdMSXBn3XOkyF5A1dp4q75omwMKVCY9cRFxetiPDHiPIpKih8gjz28H0AATFGgIniQaLrrGHFuMh2gWHj0mMP/eoI3qv4PnurniHB52JKG8V9V/4VAQmnPo7a5DvoMJcuGitocI0gSP6APeLFzN2saT9Au6VsScOa8sn42V7/Szrjy0kdqWV/2VMgSGQM15EzUsOump/D9Hk1x1fQMfM0Hp8h/zNmY6LibrSTVwLhBbe9CAOsug+co6DRQdldTCH3cxtco7gMcQseW+dxsLvmRSYi4zle8jioVDQkryV7diKVWk2HtYKO6ZsqncdBcc9pivsvUNF9Ap9ax2BMBs3W5bRbyynpOxtoURIj/KS9WwgICH7Z6uXH//DXigh/jCifpILCJ8xsMR4t6ieuMpGeh5tIfD/3hhg3nodL78L2p7C4+rmUsXDs4Qw6j5P8gcukjzai9ssO1xqfiw9Ln8ClD/HkuQCrOg8zGJMZ+NtmzsfXc4xl3ce5lnHXko6xveFlXBExXM7ahXWik+yh67QlrggKEIhyj5I7cIWS/gss7zqOXxNBf1Qq1X/5Ni6NEfRR+K/VkDraQOzU6O0vwiDf6Gx9PGjReFQiJb1nuJx7b9hjW8Y72dT0Jh3WCipnXSO52l5C53HMq7yfWX8tezfXpv+2DtahfePviROfZ8OajainrdUcWaO40hy4kxwkXlDmhD8plE9TQeFTICDGx48jekUibJH039sSEON3fvkzmLTDYAfqu7bMjz2chXmim4KBK8SPd6KS/Lh10TRaV+BR66noPYmo0rC+7T2OFn/zps7R7OzjWNHXg5adzPsS22tfoiZlg5yRuwAr2w6i90zw/nSe8KAxjfSROtoSVwRt59THcT1jO9fZLldsjzWQM1TNjsbXEZBwRcTgFrSs6DxClFZ1S4vwwNAIf/x3P1xYhMPQbi6mrO9M2PV5vecp7TsbNt7So40ia6jmRoDGAgw2V8HVjwCISCugMMWKpBIZ3SBbayqFWZ8syieqoPApMSPGbx88huVCCr33NzOyroekQ9kkxVuwddqJTsnBqzUEDwWLPrKGasgZrpKTnAQVo5GJnMp7iLFZtpjb6l7GFpvNlYzt3FP1LJsbXuejwq8u6dysY22IKg0Tkdag5Q6DBXtUAuvb9nEy/8th908fvE7aaAOHSr8N045P3XH5i/pOo1LRYy6mxyw7iOmnxskduEp+/yUE4Mf/+9a2rfz+X/0DAAkTXUzoTPSZ8pY8zN9lKWF559GQ6+5oeYcEewfHi74mtzuFoDc6izR785KEmIwK0BvRSH5SojRM5I5gGJanTBQR/uRRPlUFhU+Rxx6+D0mCdz44Tsq7eahcauyFQ9wh3o/L7cJrycIWmYh+apz8/kukjTWh87rwafV0xeRyIu9L+LWh4xSj3cNcztgBKg0HS5/g7uqfcUfz25zLe3DR81rWc4KuuKKQ607mf5m9lU9jnBzCETnfKMToHGJl51HO5D2IO+KGaAZ8p28Cd0QMklqLXm+4paIM5zIzHO3SGnFFRONBzaquw6jb9jOli6I3NpeWhBU49eHnf8VQiUhzirI82siw+9enrGN39QtLO+HUIjY++ZfEOW3YvtJMyuE8xjNHFRH+lFA+WQWFT5lvfek+3vngOGqHlp4HGxAjRfSjBgyDkUS6Bol2DZE2Ws9khIna5PWBApuFUPtcIEmB/GFRo+ODsifYU/Usq9r2czn7ngX3j3KP8VHBV0Ku86t1dJqL2ND6LofKnpiz0sNdDS9Tl7Kewdis4HUqFX6VhmjnQFhzkrmU9J655fKE5zJ7TrjfmMGdTb/hxIqvw3A3qDRkeW3kDV0ja6gKEBiPtMptXpaSef7RQzHpFNkuMmjKuVGUZbAEirIWwqOLRkBC55kMBHqEY3P9q5inhun+SjPoQeVUYxyNJtGVqIjwp8AnanEpCEKqIAh/KQjCCUEQ+gRBcAqCUCMIwg8EQQjfyKagcJvz5jM/5ME9W0k7WIjKrWJgYxcIICGnHh0se5LDpd9akggDFPeeY3LO05VPY+DD0m+TMtpMeZghToAc2yU8usgFn66uZu9B73GQNBpsP3lPzQsMxWaGDHEAcERayZtpwzn47/CrvwW3M+S2t5sINyatxW5MQiX50VQfgb/eAH+zmXbBxOGSb/Huyj/lYNm3setMlPad4b6r/8a9137M6rYDmBx9gJyIZHINYhnv5O6qZ+mylHC86PeWPLzt0UaRMRzCKWsWgRal6ShDjV2H4FcpIvwp8kl/wvcBfwu8D/wAmADWAn8GfFUQhLWSJNnC7q2gcBszt7VJjPLhSplAZzMuyfRjNmn2Fprj5xtnTOmMHCl5lB21v2BKracxdX4uctHAZRqtK+Ytn0tV6kZWd3zAvrg8ADY3vI5fUHMm+/6w+3THZJE3VCUbVrz1P+WFccmw83tB292OIjzDlM6IpfUk/aIfppww0gvWLEB+ar2aczdXp7dNGmmisP8im5t+A5KfSb0ZjX+KTU1vcCVz18KpWyHoi04n3d5Mc3KIQjFJYmv9y5ic/UzkD5NwLhPtuA6VQ5YFRYQ/PT7pT/kkkDlHbH8mCMJ54GfAf5z+R0HhC8lsMe5f14n1dBrdX2kIbm3SRYHHBYIA2tCVyxEeR1jjjUl9HMeKvs62upfxqiOCk3X8HrReF81hkpxm05a4ilLbeQp6z6ERPcRODvB++fcWfDrrtpRQ0ncO0jMg2gKuCcgIvmG4nUUYoD2umPJMP/0P/GeIjIXC+TdDM9jM+YGUJLXfw8aGXwGgkkRK+86i9zhoSVoVNgJxLg3Jd7CzZlbGs98L08lcu6qeJcozjqQTiRyIZirGhQYtsSYjP1H6hD9VPtFPWpKkmjCrXkcW4sXd7xUUbnOCWptUIlHNsUGtTe9btuD7p9+Tf0D/8n2wZgbtb3L04Vdp8GlCF3EBTERaOVnwCJsbf41XrafbKj9ZLes6gSPSEqh0XozT2fextfFXiIKKI8WPLpinDNzIFY62wP84C74pMJoD6293EQZoSFpHke0C7PmTpRujAGnDtcS5hugx5RPrHqbNUkr+UCUlfWdxR0TTHL+MloTlC147d4Sc8azxufD95PtQfQS+/r/YnKAhyjOOJ85F/93tgFwdbY2wKE/CnwGf1aedNv3v/s/o9RUUPlfcaG06jul6Is48O/33tpD8Vj4Vp3/EFbdD3rC7dp4QF/edZSR6cSeu0ehUzuY9wPrmd/Bq9PTH5ZIx1sjlBcxDop0DZA9eI8HZg8HjQDWdzqSSRCp6T3E1fRuuUJaVs5jSGckZvEZr0mrgxlD7F0GEAVCrEdVaEiY6Qnp2hyJ1uJblXcc5WfBlJnUx7Kp5gebktfIQs99Poe0ChQOXKes5hSsilibrctqsy0IKvVcbSUb/dVqrj4IkYT7zc8w77kY0+HDkynGVSnX0Z8tn9Yn/3fS/f77gVgoKXyBmi3H80XT0w5EgQVpuIWPDA7QnrUKsmC+aFmcflzJ3Lek1BmKzuZh9D3e0ymHxguij1ywnNcU6+sgavE7CZC96jwOV6Mev0uA0mOmNyaHPlMdoVBL3V/6Iw8WPsqbjELuqX8AdEc31lDvpM4dOfBo0ppE+2jgtxDJfGBGeZjgyidzByiUJsXWsldXthzibex8j0fIzS5DdpVpNQ+p6GlLXg99Pcd9pSvrPU9F9gklDHE3WFUG2pH1R6WROtNL6jf+N+fQLVCxfSffDdaS9XYQz166I8OeAJX3qgiCYkAuslsq/SpIUMtlaEIQ/Bx4BnpEkKWwppyAI3wW+C5CRkXETL62gcOvy2MP38fbB4xhsRoY2dOHKcmCsj6NCcxflgooD/ik86ln/2/r9qP3eBZ245tJrLuC618kdrfsAuP/qj0D0I6q1OPVmuk359JrysBsS5j1haXxuACYNZk4UfS0gBKs7DkHHB7RbyqhJ3RgUItAdV8C6sf2Bv79oIgxQk7KRO5t+s+h2ceNdbGh5l4vZexgw3bimdmMSpb2nuJR7X/AOajV1aZupS9sMfj+lPR9R2nuGZZ1HcRrMNCSsoiH5DnbUvcRmazzmHXfT/XAdGpcOVBKJZxUR/jyw1E/eBPzNTRz3l8A8IRYE4Unk6un3gT9a6ACSJD0DPAOwevVq6SZeW0HhlubNZ37IS2/t4+1jx+hOasBRNIrpWgJ+vW9eNXXW8HWmdFFLmnu0THSSN3gN63hnkNHG+ex7AkEPi5E62oh/ttXlLCGwjHeyuvNDcgavMWZM4kr6diYirQxEZ6Kafr3bWoTtA6AzgCF63j4zbUw672TYNrFo5wCbm96gMmMbveZgc5U2cykVPR8tfGJqNTUZ26jJ2AZ+D+VdH7Gs5wRqnweV5A9qUTLWmsAvKCL8OWFJlQOSJLVLkiTcxD/Nc48hCMITyMJ6CPiSJEk3Z7mjoPAF4tGH9vLgtm2k7Zf7jN0Jk0hGL77pCEWdR+7FzR2qojc2J+QxdN5JCnvOsKvmBe6//M9saH4XrdfF2Zz7eGf5H+MX1LRYl7Gu9X0MbvuSzitlvI0R/Xx3LSSJ4QsH+aBjnPfKn2JKFcG2+le459pPyBq8jl+lYVXbgdtXhGtPwF+sgf+6URbkEEzpjOQMVIZcZ3CNclf9K9SmbqTDumze+i5zMRrf1NJPVK2jKmsH+5b9AWPTtqV9u5uJGIki5lo80fUW1IJaEeHPCZ/KFRAE4dvIVdKHgQclSbqJb5SCwheTRx/aC8Db+6F7RxMp+/Po/nI9iR/caG2Kco9xLns6nUcUSbK3kDtUhdnRiyD5mdIZaY8rpiFpNcwaLs62XcajM3I9cwcAO2t/zocl31o0sSnOaeNaaoiw+toT8Gu59EOMTeLcpt+TX6f/MmV9Z9D6p8gYruXpH9y63tE9tgH++L/9I+N6M+3mOf28ndUg+mBiGEZ6IHa+k1h7XDGZo/XUz+nl1nkc7Kz7BU3Ja2hKWhP6xVUqvFoDaYO1dFtLlnzOM1GGkiCRfDhH/sX3yNFKP/s//1UR4c8Jn/hVEAThceBZ4BjwgCRJ7k/6NRUUbhcCYnwY/HofsVXWoNYmgJSGD/BffI/MrByirCkMRSVzouCRgN1lKHJGagJP0tczdyCwNDHW+Fz0mArnr4hPh4hI8HkhSTb8QBSJmbKjmo5nBPjo/BUe2LX15j6EzwGDw6P8h3/4F/kPtYY91c+CIDAeYaE+aS22rY+DYwRMSZAd2hwl0MY0nbMMoPa62FP9PO3WCmpTNi54DraYbPKHroQXYq8bLr4j92mnlbC5/lUARir6cJaNAUp19OeVT/RKCIJwP/AcMI7cO/wlQRBmb+KQJOntT/IcFBRudWbE+K0PjhHdZMa+YpD+e1tIfa0Qlaii/zf/xPhgL61dvfD3J5Z0zKipMc5n38i5vZa5A5AWFGN5+FoAtXr+ARNz5T5hvxdiEynpOUVe/2U82kiOFX2drQ2vyV7W78gFS7eSGM8ejs4ZvE5XbB6NxeuJdg5QMHCFVZ2H0fin8BYk0BWbQ63PhT9UT/fcNia/h3uqn5WL59K3LXoeTQkr2NbwavgN3vpfcORZ0BvZ+J2/xOwZRhIkRYRvAT7pq7ESeR7axHTh1Rw6gLc/4XNQULjlCYjxgWOYLiSinYxAUAMiRBuNjA8C1qV1F6j9UyBJOAzBdu/XMneCFP7JOHWsAY92AcvNmHjybBcprvw1fk0EJ/O/zGh0Kog+VJKI3ZjEB4XfhHd+CdwaYjx3Tljw+8gaqacxZT0TUQlczt4DgMrvIWuoiuyRWrKv/xQENaMGK7UpGxiOuXFdhiMT5TYmYwZ7q37GUGwml7L2LOlcJiKtIEmoPS78ulBCL089aCQ/cZM2Brf0Yb0otz8pIvz55pN21vpbZK9pBQWF35FHH9rLvg9PEt1sxpXowHZXG75IP6v9d5O7bA1nN/8FS6mALAwREDHDtaydYYepk8c7GIoMPdydOXidiu6PkFQqzuXsvRHbByTZ2/BrIgCY1JtuGTEOVZgVangZQFTraE1cRWuibB8aN9FL/uAV1re+h9rvZUpnpCOugNqkO9jU8hb3Vj+DPTKBsznhfbpD4TBYKO09zfWsHfNXPvhfKNE5SYlUYXukmbjrSXiNU4oI3wIoV0VB4Rbi9af/MdDaNBLVA3oRwQixeiv31P98SUER6fZm2uOKw66vzNoJSOyo/TmHZ4lxzOQgtTl7g7ZNGalnZedRBESuZNxFj2X+/GXKWAvjuhuCfiuIcdjqaLUav1pLkr0FW1x+2P1Ho1O4EJ0CyL3XOQPXyByrI7//CmrJD34PV/MXH46eS0dcMQWDl7keYt3mpl9jTrbQ/VAdGMAwYEQQBeIFsyLCn3OUK6OgcIsRVE19TwNjRYPENsTji3QvKbUpwuOgbZF4xcos2alrR+3P+bD0cdwRMaj9nsAwa4K9jdXtH6ARvVSlbKItMXx6k9XZS4sl2Fb+8yzGYUXYNQ5aPQNRqeQPXltQiGfj0+hpTFlHY+Jq9tQ+j2FqHK9Kx7b6VxEQcejjqEtaR585RBHcHNriyynrOTlveSDKcFqEBbcK9YSWOHO0IsK3AMrVUVC4BZkrxqbrCQzuaMN6InNBMda77UgIeHTGRV9DFmOJnTUvcj5nL6jUxE30sK59Pzqvi/rENTSmrl/0OBGeCVpjC+DVvwadHh78C1BrPpdiHFaEq47A00+AOYWqP3+NHe3v3NyB/X721D6PTx3Bpaw9VPR8xL5lv0+Ue5QC20VWdh1F03aAKZ2RNnMJDUnrQhbFiRodfrWW+PEOhmJkz/F7Kp8mwufCZ5oidX8Bgk+F4JeLYn/8P5QUpVsB5QopKNyizBZjT6wbc2VSUGtTKDEu7j0jF/0skcqs3QBsbH4LgDubfkNLfIXs3rQEVD4PICFeOQDHX5AX5q6B5fJxP09ivKBtZctFuU94qBOXaxIBiUj3aNi59iBmifDhom8CsLLjQ/D7cerjuJq1i6vMDGFXkjVSS5HtAn6Njl5jJtXpW4JunAZjMijqO8epmEy21r1ChM+FJ9bNlNWJM8uOuSFJmRO+xVCukoLCLcyNPuNjaMYiQCRIjPdnfxnvj74Fk3b4s9dIdnRSl7i4NzKSRKK9lcKBy5gcfYHFlzJ30WsJP788l5SxZtkSM2sZ6I1ylGNa8P6fBzFe1Dt6x3dls47EXEgtxmm/SH7/Fa5lbl/4wHNFeLrAy6ONJHOkho5ZUwTyEPYdNKbcAaJI6mg9+YPX2FP9HAgqhnVmLp49yZXJMbatXsHm+lcxOfuQIvz039sGKNXRtyrKlVJQuMWZ3doUXWNBNPjwml1o7TpWn/hHzvY2yBvWnkBrctFhKQ19IFEkY7iGvKFrGCeHkNRabMZ0zpc9zu7qF7masYM17R/Q5BqkNm3zks4tZbyVsQgzpJXADypBEECrn7fdZynGSwpwMJrh0R8E/mywrqKi7xTXWECIw4gwQK8pl7zByiAhDkKlosdSEih+i3P0knD+JTwX35P3N6rIq9AwleREFERAEeFbGeVqKSjcBjz60F6OnLoAVQlIBj9TRjfjpQNY/emk55fQHZGEsXQj/r4jiJobVpcqv4ecwUpyhmowTNnxaSLojs3lRMGX8atlwVT7XAB0xZcyGpXEtrpXME8OcKrgy4uel9nZR13itG1jqN7XWXwWYnyzKUozdFtLWdX5ISrRh6gK8TO6gAgDNCWsJHOoesmvN2pMYXTdU3DqA3RjvSSmZdJ7TyPJx3IZXtmniPAtjnLFFBRuE1784d/zizf38c7xYwzf2Y2oF4kYimLltt2sRM2AvZpRYwo67yT5/RfJGGmQ04B0kbSZS6hPWh+yQCiv/yruCLn9yGGwcKDiKXbW/oLd1c/xQfHjoZ22ptF5J+mwlC/5PQTE+O2XOH72Ev/0N//xpj+HpXL83CX+9flXqUm786ZEeAaf1kDmYNX8ivFFRBhgUh+HhIB+yh74bBfFaGbzV58KSlESplTEdppJmlRE+FZmSelLCgoKtwaPPbyXB7beSG0aWduDoJLwxbhJmujEam/n7uvPkDbWQl3SWt5Z9WccKP8u9ambwgpqmr2Zvugb7lA+jZ4DZU/i1hq57/qP0XkcIffTeSfl/1hAqOeSOXidrY2vg89DR08f7xw6vuR9b4bB4VH+9XnZLrK45wz3XP8py9o+CPteQtEVk0P2SE3wwiWI8AzjUYmUdc9vRQpHoEVpWoQ1dh2CKCgifBugXDkFhduMxx6W54zfmW5tQg32ChvWk7KYHih/alHTj9lETtnpytgZvFCl4kThV1neeZQ9Vc9yMv9LjMakB22SMtqETzN/PnguBred1R0HiXPa8KkjaExYQeZoA+MRcfz8nUPAxztMPTMcXZuygaK+87y3/A/IHKohY7CK3VXPIggqHHoTTdYVdJlLwt5I1KRu4t6qWc69NyHCAK2WssUzhqeZEeHRlX1YrqYQMRKJ2q4FUET4NkC5egoKtyGzxXgiaYy4mkS6vl63YGtTSPx+BNHPmDE55OrKjLsYNcSzuekNrqXdSfu0xSNA8ngbI/owrVJ+P4W28+QPVaLye+lVxXLm1Hn88ZlQ/hQltvOcz7qHGtWdH+uc8dw54fyBKyTa22mzDdL20/8GKYVE/fHz5I/VUt53hpWdR/BrIrAZU6lN2cSkwXzjLWgNSIKKuIkeRiOTbkqEQc4YnmljWmjUYHaUYVxdAlPGKQSvQKzJyE//QekTvh1QrqCCwm1KQIyPHUP0SOBnfp+xzweX3oWC9TfiC2eRZG9Z9Km2w1rBhN7MpqY3ME8OcCX7bgDiJvu5lrolaNsYZz+rOw4R7RpmSmfkesqddFpK4cC/QI2cHKVauVcOpYiMB/jYCrhCFWb1RWdROHiFvtpqOTmqqxqnx0dl5k4qQW4jGqknd6SG7XW/REDCFRFDm7mU5oRVjBoS5Bavyf6bEmH5jarmtzGJfjnP2JIOghCIMpzIGWHsjn5Aro6OFxXbytsJ5SoqKNzGzIjx2wePEV1rYaJwlJE7eog/nsG913/Cexer8VUeghir3F40h5yh64wYUxZ9nZHoNA6VPcH22l9wV90vOVr8zens4nzw+ynvOkrWaANIIn1x+ZzOe4ip2e5epXfJEX5xKRSpxnDOevL8OKqpw1VHV6Vvkft0d30fJgYhvQysmTd2VKnoiS+hJ15uI9JPjZM7cJXc4SpKe88gCQJq0cek3nRzIjxNb+ycNqZnvg9X98PmR9m8ahlmRy+SWmSieBhQWpRuV5QrqaBwm/PYw3u5UFkNVRBbawWVBBoJgJTJHjohZG8vQJxrkMq0rUt6HbcumgMV32N73S/ZW/nvCJLErrqfY5gaZ9IQx8Ws3eH9mbOWwf+TC58yq35GU/yyoNW/ixgv1KLk0RmRBBUWncjwd3+6+HuMiKEmfQs16VtAFLn3+o9Riz70UxPcV/lvjBmTaYlfRq8pb0mi3Jy4kszaWW1M7ZUAGBuOYS600v1QHWnvFOGP9SkifBujXE0FhS8A//b3fxFIbeq+pxFRL6KzGVju305SVh5XN//HkBGKGt8UfUsMNwAQfF7GdSZSXPIT3FBkMteLvr6koq0ZdB4n7SGMLn4bMV5Kn/BQVApFtkucjl5anvMMu+p+gVcTyYQhnkmNgZqUTZT3nGRl12HWtO3HHRFNZ1wBLdYVYb29nfo4QEDvtuPWx8ITPyLp0A8oysuj++E6IsYiQSMpInybo1xRBYUvCHODIjxJLlQ6FdayDO7pfIcDscEFXJGuEUSVOrRhxRzy+i5QOHAFjc/NmDGZUYOVKO8EaaONNCeuZHyJQhzrsOFXacIK982I8VLNOq6lb2V73ctLOr8ZdtT+AkH08UHpE6SMNbOy8zCXDGYu5D0gb+D3kzdwidzhGvL7ryAKaoaj02iyrmAoNjPoWPaoRMp6TnIpdy+bxTbMd2wItCgZuqPBKygifJujXFUFhS8Qc8XYa3XjU/lBJc2rps63XcRhiA97rFhHH6s6PyTaNYJHF0ld0hparStApWJ77S9os5Th0Uayrf5VzuQ+wKApe9HzK+49y+gic9JLEeObccyaNFgQBIiZHGA8MmHRc7yr7mU0PjcHy54AlYpeUx5r2vYHVz+r1TQnr6M5eR0AJkcfJb2nWN/6HoLow2WIoz2umDZrRaCNaXafsMYVQWRjNNGN8ly5IsK3N8qVVVD4gjFbjAdXdWO5kEL3Iw3zWpuSnN20mef4Uvs9rOw4TKq9BSRpuvDq4eDCK0DndzOpj6PdWoFLa2RDyztcybiLrkVykOMn+7iSsWPR97CQGP82tpVjBitFtgtcyNm74HZb6l9D75ngYPmTMDNSoFLhioih0HaehtQNoY9vTOZMwSPyH34Ppb1nyRu6RknvGfxqLVqfG4t3EkkjkvZOkTyP75OjDJ/5x/+qiPBtjnJ1FRS+gATE+NgxRL+E2qGe19oU4XHQOR06kDF4nVLbOXSeSSYirZzP2ctAbPgnXI3fy7hefprrsRQzpYlkY/NbGDzO8BnGfj9qv0cudJpLx3X4xX+A9HJ47IegUoUU47AiXHkQnv1DyFsDf/IyqIL7dqtSNweiHsOxqfE3GKdGOVD2nXnD9e3mYnKGa8IKcRBq3Y2CL2Bn1XNofW4mskaZKB7BH+dR5oS/YChXWEHhC8rs1Ka4i8kMbesOEmPR7yf6376GdqiXjB0P0VK8i8akNTeeBBdAEH2MzxrWHorN5FjR77G14TUivQ4qs3bO2yd9pBaP1hC62vj0q9BdJ/9z75+CNQsIfjKecE7y3tHToZ+Erx4ArxvqToJjRG7XmsVodCoqyU+ke4xJvWney69vfovYyX4+KPsOolo3b31rwgqK+84v+rngccGxFyAhG1bczeb6V4maGkNSSYxtsAFKi9IXEeUqKyh8gXn0ob28e+gjDH3RpL1eFFguSCITo0MMNl4D4NSoAClhnmRDIUnzCq7GoxL5sORxdtT9AoPPwdm8h4LW5w1dwxYT5in7ji9D3UfyE7HlhpVmpGuE4t4zeCWBNw8cASBprIVxXRw286xq791/AOODkLd2ngjP4NSbKey/yNXM4JuEtS3vYZno4WD5k2GLyHwaPT61jsTRFvrjckO/B4APfwrv/gAEgTXf+s+YtV7GKmzEtsg3LYoIfzFRrrSCwheYV945gN/vx211MrizE4DE/bloxvQY48wk5xQyMTYCFVtZehwCcu5wCFz6WA6UP8nu6he4q+5ljhZ/I7Au2j3C5bme1jPkrIL/fhq130NB72kyxpqI8DiQUGE3JjISmUTCeDtunZHJiFhWdR1G0/Y+Pq2e/qg0alI24vrTVxY85ZqkO1jV+WGQEK9q20/ieDsflH5n0Ras/tgcim3nFhZicyoAGp2eeJ+d7q90EH8pDXfMpCLCX2CUq62g8AXllXcO8Obhw0gakbEV0/aJ+3PR2PUcqHiKPdXPY//TN8ntv0zO0BXGGvo4nXs/Ps3CucJqnwuJ0EIM4NMYOFDxXXbVvBiIUlRLHpAkxqMSgzf2+0kfqSVv6BrR7lGQRFx6U6Di2KMzgihyX+W/cTH7bla3H+JSxm65eln0kTFcR9ZoHTvqfomAyJQumva4IhqSVsOcIWabOR9N2/tyNKQ2kuXtH5Ay2syhsifw6CIX/TwbElexreHVhTda/wgrvR1YJSeDX+8AA0SMGJDUIlZtvCLCX1CUK66g8AVkRoR7traSdDgLb/zUDREufwqPzsiUzkj6cC1VmdupSruTLU1vcu+1n9JpLedq2rawzlHxE734Q8yjzkZUaThY+gR3NbzCvdXP0GEqZFIfB4BpoofivnNYJm2o/V482khsMVlcztg5X6iBIts5/BodPZYSynvPkG+7QFPqelBp6LSW02mV85AjPA5yBivJHGug0HYBSaXGboinMWF1YBjbFRFDvu0SguQnY6SBQyWPz6sID8dEpBUkacGM4c31r2KOFOh+qAsMoHKrUDk1xJmjFRH+AiNIkvRZn8OirF69Wrp06dJnfRoKCrcFMyLcdU8DMXXxGPqiEQWCRBigvOMoCZO9HCn+ZmDfSNcIW5rfQON1cT196w2P5FkU9pwhw97MhyWPLel87mz8NfHjnYgIIKjwq7SMRKfQainDFpu7sFWkKHJ/5Y84nfcQwzEZZPdfpcR2nveXfX/R142b6CF36BqJ4x1ofFP4tHomVQZi3UOIKg2HSx4L3Bwslc0NrzOpMXAp9/5567bWvYLJ2Yc7dYIIuwHBpULwy+/ttaf/URHhLwCCIFyWJGn13OXKlVdQ+AIxW4RFg0hUZyyiHzQeXZAIAzQmryar+sWg/ScNZg6UP0XSSCNrOg5R0neWczn3BZlwxLiHcWkXjliMm+glf/AK1vEONH7ZXFOFxHvLvn9TdphlPSfxag0Mx8j2lG3WZVR0n0DtceHXLTyEPhqdyqVoec52Zhi7tPcUAiBIEqs7D9NqLqXbXLTkMIdm6zJWdh2dt/yeyqeJ8LmQIvwIXhWjxQPE2EwkTipzwgqKECsofGGYK8L4QDWpAUE1T4QBpnQxCIhofO554mgzF/CeuYCSrhPc2fgrJiITOZ1zHx6dkcipCcaigiuTVT4P2UPXyR6pJdI9AoKaUYOV81n3IKq1bGp+iyltFFuafs2R4keX9oZEHzmDlZwo+Cpc2Q+//E9Quo2xTZtY1Xnoht3kUlBpEFGh803h0kUzGJWCShJZ1nOCVR2H8GoN2GKyaLYuDzk8PkOvqYA1bQeDXLY2179KhM+Fx+Si/552QK6OVkRYYQblG6Cg8AXgz/7uB3T22JBUEinvFgAgTvmpvvwRranr8a8IXYzk0xhIG66nPXF5yPW16VuoTdnEppY3ubvqWbotRRj8k/RExGJy9JE/eIUEewcavwePLpKu2HzqCh7BP6vga0Pz2wxHJnE672HurX6GTU1vcir/4UXf0/Lu40zpjNiNSXD+TXCOwYW3uP7An3Bn1wc39flYx9pY1fkhZ/MeIMo9RnH/BfZXfC+wPm2wlvzBK2xtfB0kiUmDmXZTIe3WiuCbFEnk3NH96N58Bc/3nmPzZDVmRy++GA/uZCegtCgpzEf5Figo3Oa88s4BOntsTBSMMLZ6ujr6QC7dZxtpun4Jrl+C3DVQvn3evgORyaTbm8MKMQBqNacKHkHvtrOl6dcYpuyUd5/Er9YxZojnQtYeBk05YXe3jHdxvPCroFbzftl3ue/606zs+JArmWFamQCV6CNzsPrG/PWu74G9H0q3MRpfgNT1AaaJHsZmhp4XINZhY0PLO1zK2s1AbDaqaB8V3SeCtum2ltBtlV3G1D4Xxb3nyB+6RmnvGfwqDcPRabTGl9Pv8NDfLMc5pu7/B8yr18hRhvsKceSMKiKsEBLlm6CgcBsTaFFSSYyXDgKyCGvG9NSsewrOfSRnESeHjjpsTlzFppa3l/RaokqDzu8GwKfW8d6KP150H6NrGAGRiajpsAW1mg9Kn2BP9bM4dUYakkObiKzs+JBJfSyOyGn3rtw18BfvBdb3xhWwsusoR0sWHuY2uO1sbXiN6rTN9FiKA+/DqzWQPlhF13TF9Wz8GgPVGduoZhsgV3mX9J1jTftBBO8Ul/JLcQ7ZyM/OpPuhOjAAokB8VaoiwgohUb4NCgq3KTMi3L+2k/jzqYgGMSDCB8qfwqczwj9eBrUG9KFbdMaiU1H7vSCKCxYsxTpsbGl8nR5zMZezdnH39Z9S1nmM6oxtC55jke18kBUmgEcXxdHib7K99iVcGmOg/WgGtW+K1JEGDpV+O+xxq1M2sqfq2QVfW+dxsrP2RZqTVtOSuDJoXbcpn8KBKyGFeC5j0amcif6S/Iffzx5dJAavk+4H6sEAmjEdgl+JMlQIz9JKARUUFG4pglqU6i24EyeDRDhQmBVlCivCM/g1OpLsLWHXpw3WsLXhNWpSN3E5axcAZ3IfJHfwGmq/Z8FjJ9nbqEq9c95yh8HCqfyHWdF5hAR7W9C6NZ2HcBjMuPShe3UBpnRGPNpIsm2Xw7wpD7trnqfbUkJN6qZ5qxsTVxM5NbbguYdic9Ov0Hud9G9pJ6bBSvKBXJL3y05biggrhEMRYgWF24y51dG6MQOGrmh0ozpO5T88rzp6McYi4skYbQi5rrTzGCuni5xaElcFltujEhmKzWRrw+thj6v3TKASfYHWo7kMx2RwOWMX65vfIdYpz21rvS4SR5s5mbd4MVdTwgqKB0L4D/j97K16luGY9LDz0O6IGCRBRbRzYNHXmeGhSz/E4ugFQSLhTAaRNiMqlxpTnFHpE1ZYEEWIFRRuI+a1KLkFBK/8v7mIwIbmd7n/yr+wvfYXpA3WLumYbdYy4h0985ZvavwNOcPVHCl5NGQk4tnse4lyj2AZ7wx53ALbBSbDOFDN0G0toSb5DrY0vIbBbWdtxwHskYlLuploTliF1uua91R+d81zOPRxnMl9cMH9h6PTKO/5aNHXAblFCWCkwkb379XT/UgDYoyf+Kg4fvIPSp6wwsIo3w4FhduE7/znv2N0bHy6RUkuvppxbjqbfR+ruz5k3/I/JNI9Sn7/ZSp6P2JVp9wj22kqoC51Y0hryh5TIavaD91Y4Pezu+5FVKJPnmsOY8AhqnXUpGxiQ+u7vLf8j+atTxtt5FralkXfV3PKHRg9E+ysfRGV6Oe95b+/lI8DVComIq0s7zjM5Zx7ANhZ83N8ah3HC7666O6N1pWsb31v/gq/F1qvQHoZ6KNk20pHL5Ig4SwbBZQWJYWbQ/mGKCjcBrzyzgFGx8YZLx7Cvkyujo7fl0n/1Q5q7/g+U5YC1O37Ufk8TOrjuJa5g2uZO1D5PWQPVpE9UkNO5dNIKg1DxhSqUjffqEhWq5FUakyOPiZ1MeyufYEJvUUWs0Ucp1qSVlEwcInSzmPUzCrc0vjcaH1T9FhKFn1vOo8Dvd+FWvQBsPfaTxHVWtzaSEb0CfTE5ctWmNMGGrOpTtnAutZ9XAa21L+Gxu/mQNlTS3LKGorNRBB9qP2e4BuUn/8HuW85dzWb7/8aZkcvvfc2kXIwD1BEWOHmUb4lCgq3OLNblOylw6CSU5TqPjxDa/UVOHcKfnAVjy6S7KEqWpJuzOWKah0tSasCyxLsbeQPXGVb/asIiDj1cTQkrGYyIpaCvgskTbQHKqOXypncB9la/yr1s5648/qv4I6IXnA/y0QnK7qOE+UawR5ppSFxNWnjrRwq/hYWZzcJ451YnX2s7D6Gpv0AgiTh1+hwa6MY0ifSYy5kIDoDJIk761/D6B7mQPnSRHiGyUgLJd0nqcqc1WM9ZgMgYrAFs6OX7gfrMPTHgE5URFjht0L5pigo3MLMiPDA8h7M15JkMZhOUWpPWA5cAZX8pNgTnUPmaF2QEM9lIDY7MN8bGMLu+YgIr5MYBhnXW2izlCzazjQbuXArg60Nr3Nkuq83a6SGRuuK+RuLIrkDVyiyXUAt+uiMK+Bw4TdArSbSNULOUBWoVAxHZzAcnUHdrF1Voo/4iS6s451YJ/tI7TiI2u9BLfqId/TQlLBKdvhaJBlqNq3mUor6L1LFLCF+/J/JfO+/kZNkpfvBOogE/WAkTKkUEVb4rVC+LQoKtyizC7MSTmTiSnEERRmKyyMgbx2kl4LOQE3KRu6tfmbJx58Zwu42F7Gp8deoJFl8Nza/jUr04VdpmYiMpy86k25z4YJJRWez97L32o+xjHcyakwhwuOkdZYQa3wulncdI2W0Cb86gmupW+i2lgafj8GMSvKHfQ1RpQm6kQAo6DtPSc9pBCRSx1vIGbqGhMB4VCLt5mK6LCWIqvA/g+3WCsq7gwu2Ng98hLm0hO4H61BJGqKqYzE2y+9dEWGF3wblG6OgcAsytzpaM64Djxq1MyK4T3jV3sA+fp0BBIHoyUE5O3cJxNs72dj8JlfTt7Gs9zRVKRsZMMl9sbGOPnIGrpE9UkOR7QJIIj6tgdHIRPpic+iOy8c37SktqnXUpmxkfeu71Cavx6s1gFqed17ZdZToyUEcBjNHi7+Jw2BZ4IwkBNGHtIB4zlDQd57i3rMcLnmMu+p/yYfFjyKqdRhco5T0nqGs7wzLO4/iU+sYjkmn1VLGQHRm0JN+kMtWfBm7q54l0jOOP9JH2nuFIAA+AYBn/lGpjlb47VC+NQoKtxhzRVjtUCP4VKidmpApSrOZ0JvJG7jK1SXM8cbbO9jY/BZXMu6iy1pBir2NgsHKgBDbjclcNSbf2MHvJ8neQuZQNSV9Z6noOgbI5hpDUan0mHIRBQ1l3ScZjUzknms/QeOfojc2l6MFX5UdvhZBUmkxO20MR6ctuN2MCB8p/iaOyHhcehMFfeepT7sTlyGOy7n33nifY20U2S6yrm0/Kr+XKV0UvbE5tFqX4zBY6DblUThwhdyha0R6xvGYXDiz7ThyR0m8oMwJK/zuKN8cBYVbiK//yV/hdk8hqUVS3ptuUfLJT3CLiTBAU/xKKvpOcnWR10mwt7G++R2uZGwP2DxWp21mW93L4XdSq7GZC7CZC24s8nvIHLxO2lgTqzs/RON1IQBmZx/X07fQlhh+vjoUHo2eOEfvgkI8V4QBumILyBytoz5tvovXkCmbU6bp4Wy/n+yhSnKGa8gaqgEkprRGIqfGkABJJwZFGSoirPBxoBh6KCjcIrzyzgHc7inGi4bpvbeF3nta8Bp8iAgcLn50SSYX3dYStF6XXGwVhoSxFtY3v8PljF1BXssOgwUBiUj32JLP2a/W0Zq0mo+Kfo8LmbuRBLlwzKfRU95zipKe0wuey1wmtDHEucK7XYUSYYA2awURHsfiL6BW02Yu5UhdF+/aJPaVPoXGJwdZOLJH8EbJ5iCKCCt8nChCrKBwCxDUolQxgGj0YTmejrvHxf6yJ2+kFy0BnyaCtJH6kOuSRltY3/Iel7L2BGL/ZuPUx5E3EMa/eQEyBqsCx3UazDQmrOB03kNkDVdzf+WPKOs6sSRBHolKItY9EnJdOBEGeXhcQsDgGl38ZM/+Gg49De/8H0qO/R+0fjddD9YR4TQwZXYpIqzwsaMIsYLC55wZER4u7kfS+0EDKW8UUPnmhxx5/Tm8r//tTR2v35hKzkj1vOVJo02sa32PC9l302MpCrlvg3UVaWPNN/V6hX3nWNF5hFP5D9NjKWLYkETSeAfDMRnsr/geH+V/mfSxRu6v/BEVXUdh2rgjFDZTXsgn24VEeIbxqERKes8sfsJpJaCJQBNhIFknBlqUNBM6DCNRiggrfOwoQqyg8DlmdmFWdFsczgw7iQdyUU+pGR+WHbQim0+TPNK45CHe2pRNxDr6g5aljDSyrvV9zmffS5+5MOy+3dZStF4XqgXEcjbLO49Q2HeeIyWPBsIdBmIyiPGMBbYZi07lQPlTnCj4Kiljrdxf+W+s6Pgw5GuMGRJQi96gZUsRYYAOczFJzq7FTzpnFeuf/Ct2f+0JRh/rhUhQuVWoXGqsgkURYYWPHeXbpKDwOWV+dbSWiJ5oNA49Tn0sCQ//GX0N18nLzSGj6zDqtv341DpGjCl0mIvoNRWENN2YNJgRENF7JnDrokkdqWd120HO5eylPy5v0fPyag1kDlbRlhjCkGMW61vewWrv4GDZd4Lmr/tMOazoPDxve7sxiYPlT2KcHGJj67vcd/Xf6LYUcTX9LsQZEw61GkGSAoYiSxVhgE5LCcs6jy76/jbXv4rZb2ei1EHyiVzU45qAZ/eP/8dfKyKs8LGjfKMUFD6HzOsTHpbD5TUO2awja6iKAmppe/xHXAeuT+8XP9ZGwcAVVnYdZU3bwWlhTqbTXEzPLGF26WLIGajErrewuuMQZ3LvZ9CUs6Rz64rJJWekJrwQiyJbG1/H6B7l3WXfhzlOVjO9xfj9If2hHZHxfFD2BJGuETa2vsN9lU/Tay7gcvoORI0OUaUmxjVI0nj7kkUY5J5gn1pHvL2dodiskNs8dOmHAEgqiaj+aJwp4xgMUSROJSpPwgqfGMq3SkHhc8Yj3/9P+EURSSuS8v50i5InuEWpPX6ZbKIxhyFTNkOmG85SlvFOCmwXWdF1jNVtB/GrtYwYUxiPiCNv4AqCJHE694GgfRajNm0j2dd/Gnql6GNX7S9QSX72lX8vpNAC+NQ6EsfbFnwCnzSY+bD02xjcdja2vM19157GFpeLX61jWdcxzE7bkkV4huHoNAptF0IK8UyU4UTWCGMb5KH7xFOZiggrfOIo3ywFhc8Rr7x7AL8oMl4wgivTDoD5TDoaj4pjRd8IDPF6dJFIqIh0jTBpMIc93nBMBmen52ZBFuZ82yUSHZ2oRR9+QU1Z7xmava6QVdKh8GsMSIIay0R3UD+vxudmV82LTGkjOVTyxILHcBjiSRtpWNJQuEsfy+HSb6HzTLCp+W0iPA4iPA7qE9cwGRGzpHOeoTW+nHVt++ctn4kyFHV+JrMmAKVFSeHTQ/l2KSh8Tnjl3QO88eF0i9LKfjlF6UAu6kkd+yvmm3XYjXIV8KXcvWGOOJ/hmAxUkkjiRCc+tY7W+Aoi/G4q+k6yqvMQfo2OIUMydSnrsRuTwh5nJDKR/IErASGO8DjYWfMiY1FJnCr48qLn0R+VStZo6BaqcHjUEej8biRkZ8ns0ToKBq7gV2sZjk6jzVyGLTZ7wTCKgehMBJ8H/u1bUH8KvvX/2Bw9GUhRSnuvEE/ipCLCCp8qyjdMQeFzwCvvHuDNDw9jzx4iqic2IMKaMX1Yx6z2uGLK+07f1OvEOm1saH6byxk7MU32kzzRweGSx+SVokjKWBPZwzXc2fQb1KIPjy6K7pgcapM3yF7V09SkbGRT81sAGF3D3FX3Mj1xeVzOvmdJ52Ez5VBwE/3IsQ4bWxpfZyQ6nYMlT/BA5Y/YP50rbBnvpNB2gdUdB1H7vXh0kfTFZNNiXT7fU1ulYlLQQJVcLBZ/4ieYt+6QW5T0AAKJZxURVvh0Ub5lCgqfMTMi3HVPA0mHc3BkjpHwfjZXfvMBfWMTEH0HFKyft1+npZgVnUeW/DpRrhG2NLxOdcoGuq2ldPsLyK389xuRhioVveZCeqfblzQ+N1lD18kcbSC7+hlAwKk30WoppS1+OSrJT9JoE2vb3qcpYSV1aZuXfC52QwKCGD5JaTZ5veco7TtHTeommpNWAyCqtfIcsymX4ZgMzswMv/v9ZI7UkDN4jW0jr4Ik4dKb6DQV0Ba/DI8ukkFrCbkbdzPc2UpZWfmNPuFRuSBOEWGFTxvlm6ag8BkyW4RFg4hqUoOhKxZPzxR97U3yRuffCinETFcBW8daF614jvA4uKvul7TEL6Mlea28UK3Fp9GTNVRFe8Kyefv4NHqak9bSnCRvb3QNkzNYSeHAFcq7T6KW/KxveZfraXfSMr3NklGpkAQ1+ik77ojYsJttbnidWGc/Jwq/ytisgInhyASyh6vpnw6gCKBW02GtoMNaIf/p91DYd46skVoKbReQUOGKiCGnpBSppJTee5owtlmI7o5FMxwBKFGGCp8+yrdNQeEzYq4I63oi5RalcT2H1v8R9HqgvRK2PBb2GEMx6RT2X1pQiDU+NztrXqQvLo+ajK1B69rNxeQPXg0pxHNxGCxcz9jOdbZjnBxiZ+3PASjrOUPeUDX1iavpsJQtOEc7G7c+hqzBKurTNs1bp/M42VX7czwaPQcqvotPow9a35C0jvWt7y36Gn61jtq0zdROP61HukbYXfOCvFIlkvJBLpJBBK9ArMnIT/+nEmWo8OmjfOMUFD4DHv7unwMgRYikHJQrhwWX3OpzoPwpvDojfP1/LnqcVks5d7S9H3a9SvSxu+YF/v/t3Xd4XNWZ+PHvmRmNRr13WbKt6t4LuGKMbZoDaZtQlxKWZEkh5Mc+JBsgHZINIQTIhroY48CyAWIDNs02xjbYyN2yJBdJltV7H2mkmfP7Y2ZklZEtF2kk+f08jxC69Z3re/XqnHtKXWAcWR7e32bHLyS1ct/p6ukBMHVauSJ3Hbkxc0iv3Ms/p3+fzLKdTC7dwbSizdQHxXMobgF1QQlnPE61fyzRTUX0brIVU3eC+fkbKImcQFbySo/71gQnYbR3YLDbTg/2MQCzT34AQNO4WhqmVqMD7NIwS3jdkN51SikDsAOYD7yntR54c08hRol1/9wIQFNqLe0xrQCE7onFBGzN+PaAZlFyqwpKQtk7PA+O4XCwIvtlrOZgdqR9zfMBjEY6fSyMqzpw1pGyTh/zFaqDx5AzZjEpNYdJaDhGbuIichMXYba1MOPkRyw6/g80itKwdA7HL6Ddw2eqDEoiviG/x7KpJz9mXPVhssaupCRiwhlD6fDxI6n6CIUx088eN6e7KGmlqb/sdD9hScLC24Z6rOnvAVPOupUQo9S6f57uolQ/twJrchPhX8RjajPR6BeBb8cApurrzmDAZg5kXPX+nssdDpbnvopDGdk84eYzHiI/fCJpVfvPuI3bsqOv02k083nqjQCUB40hpfpg13qbOYBdaTewfsYP2J76VUJaK1l16AWuPvg30kp39ZjQoSJkHEa7c1pB7HaWZ/8PSXV5fDTp9rMmYYCywDGMrcvxvLKjHbLWQ9VJ4HQSrlp0Enw0IElYDB9DdvcppRKB3wIPA38cqvMKMVy4h61sSqzDUhcAQMz7KWA34gDqAuKYdeoTTAXvYzMHUBiWQU7c5WA882NaGjKe8TXZFMTM6lq2+Pj/Ye5s4/1Jd581rpy4BaRX7HUmSUP/55pduAn/tjrenXJv17LshEUsP7LG4/Z1QQlsnngrAOMq9pJZmcXEss9p8o/kSOxllIc5G1r5t1ZzZd7fafaL5N0Jt5wxhu5y4xew3PWeuo83fwGfvgJBESy680HCWysoviGHwJNhaLNDkrAYVobyDnwayAf+jCRicYnpPnZ03AepNGRWEfN+CqYGCxunfodVh18kN3Yee8euxNBpI6VyH2Prckiv2IvD6ENFQAKHExd7HEUrP2oaY6tPT2s4P38Dwa1VzoTZzxCTPRiNdPj4kVJ5gBOxszxuklqeRXxtHu9NvqfHMa2WUBSagLY6Wixh/Z6iIGYmBTEzwW5jWtEW5hRuRBXYMTo6WXnkFfLi5nEkoW+jrTOxWkJQ6K7JK3rQzq5Rpg4rYc2lFH/1KPiDud6CajUS6ytJWAwfQ3IXKqW+DqwGLtda25VSQ3FaIYaF3hM4qDYDlrwQjny0g5MRk3BM9aHVN4TxVfs5PGYpDpOZY/HzOBY/DxwOYhsKSKvax5U5a1Fomi3h5MTO7ZqusNkvAtAYO6xMLdtBdH0B704bYBJ2ORExhdRqz4k4uqGASSXb2ZL57R6Deri1WMJIrdjDgeTlZz+R0cyBcSs5wEpSS79gSqlzQJLxlfvx62ghO+4y2s5h2Mo2cxDjqg6Q0zuJf+NRMvw6SQy2UPrVoxgMBvyPhBJQEApIFyUxvAz6naiUCgGeAv6mtf7iHPa7B7gHICkp6SxbCzE89U7CfvnB4FBUHSyiIHsfsA/S5lM4ZiIpNYc4PGZpzwMYDJSHpXRV4wZYa0iv2MOMU5uZW7ARm9mfotAMWn3DWJr3BgG2BjZNvvucWhKDsztQZvluDI5OHN2qhgOsNVx2/J/sSVpBY0CM532jZjG1bDsHGEAidomtO8aksi84mLiESWWf83nKaqYVb2VF9kvYDWaKwieQEz//9ExN/TgZlklyfV6fRLwk/x3CkuLpjGgj6L0McAB2ZwHg+celi5IYXgZ0NyqlQoEfncNxn9Ja17r+//c4G4U9dC6Baa2fA54DmD17tj6XfYUYDtxdlDpDbcR8lgyAqdrZH/bggu/DLtfwlMlTOR45lomlO896zBa/CPaNXcE+wNBpY3z1AcZXHyagzfm4NfuGkVK5hxPRs7CZAwYerNGIzezP+Iq9HHcN+GHqbGNZ7jqOR00/44QQxVGTmFX00VnfMbtFNBYxL/89do2/lvKwNCaV7qDJEs5m11CbcbV5TC7byfgDB7D5+JEfMYVjsbM9/nGRFzubjIqes1Bdv+fPmHQn2mKnPdBK1fxTRB5KkHfCYtga6B0ZCjxyDsddC9QqpRYC3wFu1VrXn1toQoxc7i5K1rgmOoOcLYP9853vULdmfJuOoHh4fK9zYx/niE7aYCKyoYjqkIHVADmUkdjGQvzaG3AoAwbtoN1oJqGxkNTK/Ri0g06ThXpLBCfDJ1IcnnnG6urjEVNJrT7oTMQOB1cdeYW6gLg+g4B40uljYWzNEQpdI1r1J6S5nIXH3mJv8lWUhzmneGz0j2Zy8Tb2jnf2cy4Lz+iqdh9XsZ+Myi/JLN9Nm28Qx6Kmkx8143SfZ6MZlJHQ5jLqA+NYnPt3TLoTW0gbFdcWANI6Wgx/A7ortdaFOCc8OVfPAAeAXUqp3vOd+buW1Wutq8/j2EIMS927KFVfUQw4W0cru4n3us+i5ErAbvV+UaTUHDh7IrbbmV24kYT649QHxrJpyl0sz1lLfsRk0ir3sH7a98FoxGC3EV93nITGE0wp28HMUx8BinZzIJX+8eRHz6Qh8HR187GYOUws+wKD3cbi42/hMJgGNJMSQEngWMbVHD5jIg601rA073UOJS7mVOSkruXHI6cxvWQrez3sUxAznYKY6WC3k1G+i8yKLKYUf0aLXzh50bM4FT6BRks4KdUHCSjeSnhzKe1RrXRaOgBJwmJkGOw7MxkIAY55WHeFa/kzwH2DHIcQQ8L9Trg5pgGz1Zlou1pH9zOLkltu7FzmFm484/Enn9zM+JqDtFrC+GTirc6GWg4Hps52chIXEd1SwtJjb7A18yYcRjPFkRMpjjxdrezfVk9ibR5xTQUsOvYmRkcnDqMPzeYQSkPGYzP5sfzIGnztbWyY8t0Bf+4jiYtYdfiFftdb2htYlrOW3Pj55MfM7LGuODyTWSc/9DwoiZvRSF7C5eQlXA52OxMLP0KtfZDEjnZMS1eT1FKOBopvyCF+Syqt8U2ShMWIMdh3522Ap1YjbwJ7gMeA44McgxBDonvDrPiNqdROLx9wEgaoCh2HyW7r02AKILVsFxPLdmHz8eeztG9SFxTftS6qqQiH0QeAHSk3cM3B/yayvoDq0HF9ztFqCeVo/DyOMs+5wOEgsqmYhPqjJNcfxeIaUKTBP4oQa9UZ5yTuzmYOAKUIaamgoVejLrOthRXZ/0NB9Azy4ub33dlgoM03mPTy3RxN8DC5RW9GI0eaFOTsByAsLomgzEldsyipNgNBpaFEO6IkCYsRYVDvUK31ek/LXd2XyrXW/zeY5xdiqPRoHW12gM1AUG7UgJOwW6ePhaSabAqjnJMwjKk6xPTiT7EbjHwx/loqe882BCTV5tLg6sPbabJwKGEJlxW8y4YZ3z/7CQ0GqkOSqA5JIr18NxNKdqK0gya/CBYfexOFpjogjn1JV2G1hJ7xUI2WSNIq95I17uquZUa7jVWHX6Q4YiKHzjBNYkH4BMbXZA8sEQMkT4WweHzaGoiOieWUKwkbrAYM7UYi7GE8+2tJwmJkkLtUiAvUu4tS4JFw7DY7p3bmcGTOnXSew9jRZYFJjK3NocUniHmFm0A72DfmCoq7vVPtLbq5iOzY0yXNgpgZpFftY/aJd8lKGdhw7qnlWUwo2cknE25hWe5r7E26Cvs4M6HNZUwq+4KrjryCVkbKgpPZN2a5x/7EObHzuiZVAMBu55pDz1ERlsLe5KvOeP786BlMKNs1oFgBCItj0e33E95cSv2scmI+H4tPjS+q09mI66+ShMUI4pU7VWstI3qIUeHen/6GyupabNFWInclAuBbGkD23s84euBL1OdbWXLng5j9nV2Jetz4uus/XcuVtuPX3shlLRs4En85x2PnnDUGH1srReE9E/W21K+xIvtlsq11WP36H/EKIKViL5NKtrM58yaa/SOx+QSQVJ1NQcwM6gPj2JHmHFc6uqGAieW7uPbQ33AYzRSGZXA4cWnXe92KsBRM+TYMnTYcysh1h/5GXUA8u8Zde9bP0Gmy0Gn0Jbb2KOXh6Wfd/sYs5+B82gBhOdG0RDWhIhUxHdFSHS1GHLlbhbgAGeOTqayuxaEd2E3OCQ18AR+zs6GWMlsoDc/AYOnWp9c1slyvFAxAVGMhfu2NAFQEJZ/1/CEt5WAw9mnkZLWEUBA9jSuOvcH7U+/tZ28YV7GPycXb2JrxLZoCogGo848mrv54n9mYKkPGURkyDhwOEmtzyazMImX/X+jw8eN4xFSOxs519kWu2k961T6aLeFsT/vqWT+DW2loChPLd501ES/O/TsAtdPKaJlUDzhbR0sSFiOV3LFCXID7776F2VMn8udX1lE68wQdEe1Y85tI1bMJjYrl4PRbOJZ89lKtW1rVXvaPWYaPw8ay3HVkJa+gJLL/wTSSa7Jp8Q3xuO5gwhLG1OSQUbLT2dq4l7GVB5ha/CmfZvxLj0ZZFYFJTKjc3Wf7LgbD6dbYDjvjq/aTVrWfCeW70EoxpeQzmvyj2Jr+zQF/boCjsXO4sp8JJNxOT2XooCWzHpAuSmLkG+ppEIUYdRbNnckPb7+J+M0p+NT4Yh3fhDIqAuaHcGXVNkKbSgZ0HD9rHUa7jYKoaRyNm8fnqV9h1skPmVy0pd99YhtPUhTaTwnSYGBnyg1klu/GaG/rsSqp6hDTTm3h0/RvUB8Y12NdWVgqPh3WAcWMwUh+zCw+mHwXG6Z9D7SznB9greXK3LVENBYN7Dg4x6zWGAhsdQ0r4HBA4+khBtxJuPiGHDAoMEoSFqODJGIhLoLeyVhb7NgirbQmNbA07/UBJeN5hRupCB3fNWpUZcg4Ppl0O2NrDrM47w2P+1hsTRzr1S+3u7qgeKpCx7Is9/WuZWOqs5lR9Anb0r9OfVBCn33azYHuevNzclXuq7T5hmAz+bE3eTm1AXFcdmIDq/f+mYW5/4u/tfasx6gNSmBKyTbnD/99N/y/afDO4z2TsBlASxIWo4YkYiEuku7J2BrRQlBhOLULSweWjO12QlorOZB4RY/FLZYw3p/yb/jbmrj60HPOQS9c/NvqnP9zlgkedo67Dkt7Iwk1OSRWH2HmyY/YnvZV6oIS+w/H6HNOpdmVh1/EoYx8OPF2KkPGMq76EPuSr+LdGf/OlsybsPuYuTJnLdfv+wtzTmzAaPNc4j4aPZPI5lLnD8ecraiDD244nYT9wdTki7IbJAmLUUMSsRAXkTsZB5WFYqx3DrIxkGQ8sXQ7bb7BtHno6uQwmdk06U6aLBGsPvAMfm0NgPP9cJ95eD0xmNiXdCVzC95nVuEHbE+5gZrgMw+j2eIXTlL1kbMfG1h16AUcyshHE24Dg4HjkdMIsZ6uUm7yj+LzlBvYMPMHfDH+egI6W7j20N+47sCzTCra0uOPi6qQsShHJ8ZOK9zxJNETZjFz7gKKv5JHQGkIsR+NI27jeECmMhSjh9zFQlxki+Y6q4r/9MJrxL2dSnt0C/aADmyhVpbmvc7OlBuoDOs5MEdK9SH2JK/o/6AGA9vTvsbk4m2syH6ZnSmrSWgsoDS41+hZdjuJtXnENh4n3FqNb0crBkcn2tVSW+HAx2E762eoCEwgsf4sg97Z7aw68hKdRjMfZ97aVaVeF5SActjBbutTWq8KGcvWkLHgcDCmNofMii9J3f8XbGZ/cqNnURAzixb/SCYWbyfaWELwwiU4zHZCN0ShfR3QCSGhgfzttzKVoRg95E4WYhAsmjuTtzZt5mRxGdT7QRMYOo0oYMGJd9ic9k0a1j0Kx3cT8K1HwOigdAD9Zw8nLqbOL4rLT6zHoO00+gRxVfbLWDpaMdg70ErRYfKjyS+Ck2GZVAYnUxcQBwYDq/f+mT3JK5hbuJHGyiy2pv1Lv2M7lwePJ7XyQP+B2O1cfeQlOoy+fJx5y+nZkFzaLKFklu0mN3Gh5/0NBk5FTuJU5CQMjk5Sy7PIrNjD1OLP6DSYSG2pAMAWZqVhUjVtSc3yTliMWnI3CzFI/vTwT9i2ay9PrVlHybITdEa0gx3GvDGByw68xKb9mwAI3v4/FH/1h/0ex+DoJLqhgNiGAqJay7C0NaK0A4Co5lLyo6ZSGZxETUBin4TYxeFAaU1JxATKQlJYcvwfrD7wNLvHXdM1HWF3dQFxGBydno9lt3P1kRexmfz4JONmj+csCk0nuS6n/0TcPTSDiaPx8zkaPx9zRysrDjknj9BmBxVXFwLSOlqMbnJHCzGIFs9zVlN3T8ba7EBFGEibOpv8hnbSJ05hR8IiAMwdrcTVHyem6SThLRWYO1pQWmM3+dJkDuZUcAr5qdOYULKT6JYS/NsbcRhM1ASd+Z2vv60B7UqYDpOZLZnfJrH6CHML3qehIppP077Zs3RsMOBQBsy25p7jZNvtXJ39Iu0+/mzOuKnfxJ8fNZ30ii/P+XrNP/FPTI4O6qaWE3IiEpAkLEY/uauFGGS9k3F7mBVtdjDuG9OYXOQcjGPFkVcwdVoBhd1kod43jLzoGRRFTsHuoVV0XPMpjkdOpTw0hStz1mJy2MlOWNBvDGHNZX2OUxw5kfLQ8Sw+9g9WH3iGXeOupaLbu+t232DGVh06PRGD3c412S/Q5hPI5oxv91/6Bmxmf7Ry9glu9o/sZyMrbF8H8RmQufB0F6UbcwjJjcLuY5ckLC4JcmcLMQS6J+PqqaWEHo6m5GtHsfxvIMZOI8cip3IsZm7/8/H2Yu5ooShiMjazPx9O/FeuOvI/GB0dHByz1OP2odYq2kz+fZZ3mixsnnAzY6qzmVfwLg2VMXya+g0wGqn2jyW2qZCjXOZMwoefx+obzJb0b50xCbvVB8QxsWQHu9O+4nmD95+CjU+BwcS8ux4inBaKb8wBPzC2+mBq8iHCKFMZitFPui8JMUQWz5vJD267iciD8SibATqh9JtHaUlqYFLpTkJbywd0HLOtGVDYzM7EarWEsGnynYytOsiMoo897hPaXkuT2fNQmACnIifx/tR/w+joZPWBZ4iqz6ciKIkgW0NXEm71DRlwEgbIj5hEdGtp/xsERQBg8vEhoq3amYSNEHgknICTISi7QZKwuCTIHS7EEHKXjJ988TViPhpL/YxKauc6E/DSvNfZmvEtj6NddZdRtpsWv/Aey2zmIDZNvotVh1/E5Ojky7GreqwPaK8nP7z/qRTBXTq+haSqQ1yWv4EG/2iMHW1ce/g5WixhbM341jl91pKwDGYXfuDsJ+yppH/l3UzTFcSYbDjSOkh4Px3VYQBnOzRe/K9HJAmLS4KUiIUYYovnzSQpPhZznR9R28aQ+HYa/iXBgOaKvNeJaDjziFbxTQUUh6T0WW4zB/De1O8QW3eM+fnv9lhntrVSETx2QPEVRU3hkwm3ENJSgVHbMdg72J5ywwA/XTcGAx0+foypzfG4+sasPzI+1IJ/SCAGqw/V80voSLQSERHC688+Tlhw8LmfU4gRSP7cFMILnnz0/53u2nSlq2uTDcb83wQWHXvTWTK2RMCO1yFxIqTO7drX19bMycjJHo9rN/nx/tR/45qDz7Hg+NvsSHXOJWzQnV3THHre0UZ6+R6S63Nd0zAqbD7++NmaUGiuPfDfdBp9KQ1NIS92Dq2WM89x7FYWPI7U6v2ciuoZr3sqw+bkOuoWOGsEpGGWuFTJ3S6El3jq2tQe2YqxyczSvNfZeKKG9s2vgMkMv/sSgiMxumZFOtPQlnajmQ1T7+G6Q8+z6OibfJb6NZTuNYuD3U5ibS6p1fsJbqsFh5023xCKQ1MoiJyG1RLCisMvUesXTYC9hfen3kts7VEmln/B8iNr0BioCU4kL2YONWcYs/p49AyuyPt7z8/tah3tCOikI6IdkCQsLm1yxwvhRb2TcUtyPaF50bTGNJCy/wRHAMx+YHKOW51R8eXASqNGM+9OuZdrDz/H8pxX0QYDYY2nmFC+i/DWCoz2Djp8/CgPGsv+Mcv6TIUY1FqFxdbIh9Pu4yv7nwa7nfLwdMpdo38FtVQypeRTLj/+Nko7aPKP4njkNE6FT+jRmKvJPwq0xmizYjf79eiilLApHVtQuyRhccmTu14IL+uejEuvyEdZDdQuLCVBpxMaFcOh6bfS5O9s8ZzQcIKSkNQBHde/o5GC8IlkVGQBsCB/PTWBCWQlr6A8JOWMrZ/nnPyQ8uDxYDTR5htMRvku8hIu71rfFBDNzvRvAGC2tTCpeBvTSrYx8+RHtPkGUxA+kWMRU9CvPsjWoj2kEEGsv7ErCeMHqlMRfiyamPYYScLikiZ3vhDDQPdkbNcODM0m6haVEa7iubJoG1vD46kPSsCvvYnCft4PB1prSK4+TEJjPhbXe16rbxDtRgu+9jaqgsawK2X1WWOx2JoIaq1i83RnK+kTkZNJq9rfIxF3ZzMHsG/81ewDsNvJKN/F+JpDxB54m21fvkMjELfrLcLnLOhKwoZWI6rDIElYCCQRCzFsdO/aFLk9kcplRdQuLIXtzq5N29K/AeiuqunA1mrGVh8ivrEAi60RlIFWczAnQzM4Hju7aySt6w48y57EFUw/tZmkqoMURU09YxxzTn5AbWBcV5ej/OiZTCrZ2X83pO6MRvISLncm7cw2fLNzMVUcJ2F8OlWLiojMSsRS7o/qcB7nmV/+VJKwuOTJEyDEMLJ43kze+XALhadKSfxHOhhA+zjQRgdLjr4JwMrDL+Jra3ImXt8QCsImcCx2Vp8pB92MnTaKIiZgNQdx+fF3qA5MpLVXP2Q3U2cb4Y3FvDvt37qWOQwm2s0BpFTt40Ts7IF/GB8LK65YhkkvRisNX2jaw63YQzqJ1mFSEhbCRZ4CIYaZJ37+AJ/t3sufX1lHyRUnMNiMBJwMIbAgFIDywDEcGLMMjGd/fM22JhzKAAYTVSFjORY7hytzX2PD1O95LN3OLPqYZr8I7Ca/HssLwieRVrX/nBLx4ty/Y9KdNI2tpX5WBfg6W0dHt8iwlUJ0JwN6CDEMLZo7kx/efhMJW1Jw+Nqpu6yMqoWn0GjGVR8itLViQMdJrdyH1RLa9fORhAU0+UexIndNn22Vo5O4uuPsHN/3PfKJmJn42poHHL+7dbRWmvrLTydhaR0tRF+SiIUYprqS8eYUTDW+tCU0g1HTmtTA0rzXCWk4BX+9Cx6YAoe3eDxGbGMhlYE9+/luTfsmPh1Wphd80GP51OJttPkGYbX0HZO602Shw8eP5KqDZ427q4vSDXlgcPZfliQsRP8kEQsxjPVIxvW+ANTOL6U1qYHLDrwE+zdBcy18+Y7H/QNsTZT27u5kMLA582aSanOIq81zLnM4SK4+xBdjr+03lpPhE8h0dYXqYu+AokPQ4RyYo3s/YQMKlCRhIc5GngohhrlFc52tqf/8yjrsBjt+ZYHULiwlnHjSps4mv9GG/crveNzXYO+g2sPIV1ZLCLvHX8u8/PfYGBjPuOrDdJosNATG9htHXuwcUiv29lz48g/hy3/ClCtZvPzqHv2EjTUmVKdBkrAQZyFPhhAjgDsZ/+mF1wg+HIk1oZnahaWMYxqTikLYGhZGfa99Aq01OAymfgfuKA9L42TUVFYceQXl0Owed80ZY+g0+dFh8iWhJoeSiAnOhRUFAPgVHyS8eRrFN+bgVxVI8LFIzBXOBl+ShIU4M6maFmKEWDR3JmnjkjDX+ZH4RiYJ/0jH1OFDR3AbS/NeJ7SppMf24yv29pkusbej0TPw6WzH5LAR1FaNodN2xu2LwzKYUL7r9II7n2LMnGXMv2IVjiAbif/MJOLLBEw1voSEBvL6s49LEhbiLOQJEWIEefyhH3bN2lQ9pQxzRQD+9gDcUyhu6TafcUxLcb/DYSZWH2Fy2Q7MHS20mfww29tJqz7IpNLP6TT6UhY6nqMxs2n2i+ixX17sXMZWH+r6+caS9TB9Og5LJ80J9TRMriJmt7wTFuJcyFMixAjTe6KIuohSABLXZbI073XnFIpBCfjZmikJS+/az9TZxpTibSTW5qINRo5GzeRowmWkln9JSvVBPph8FwCxtceYULGLZTmvoYGGwDiORU6jLDSVdnMgdoMPMXUnyKjYjQbswe2UXZcPSMMsIc6HPClCjECeplDEBK3RTV3JGIedhoAYwppKmFG8haDWalosoXyW/o0esy1pDD2mSSwPT6M8PA0AP2sdk0s+Y1bRRxgL3sfqG4LNaGb+iX+i0LSMrcOnydmaW5KwEOdHnhYhRqjeyRgfB9ZxDWBysDTvdRSwKuspSnL2UpI0nbyF3/c4mpZDGVDoPssBrH5hfJnqGuDDNaHDhLLPUcCpr+YQvjcOh9EhSViICyBPjBAjWPdk3OFjw6fel9qFpZjf8cOn1czu7Fxqd34Epk9hxi0QHNnnGFqdoc2mzQqbnoagKLjiX4lpOgk4kzAWMNpN+Nb4ExEaKklYiPMkT40QI1z3WZv8i4NpnFZN+Q0nCN8eT+z+GmoBzH5g8vG4v0OpHlXTPWxbC+89CcA0XUZ4sJnir+aACQJzw7CcCgSki5IQF0KeHCFGgcXzZrJ5x24O5h4j8e+Z2EM7aE6sJ+GaDEKjYjg0/Vaa/PsOXQmglRH6qZomPh0MRkw+ZmIM7TRlNJLwQRrKagQHGAwGXv7jo5KEhbgA8vQIMUo8+uN7nV2bXllHa6CVoMIwDK1GAhKCWV61jf2+BgpiZ/XZT6P6fUfMxCWs/Jc7MZpMmP0sOEotNGRUE1AVTGyrvBMW4mKQJ0iIUcRTa2pjk5H4DelML95KXUBsVz9jN93PyFvgHDvaPzCI2hllVE6oB1ytoyUJC3HRyMhaQowyi+fN5Ae3nZ61yR5kxzqmiU5zp8cRuBwYwMM74u5TGbak1APSRUmIwSCJWIhRqHcy7vTtwB5k65pCsXsy1sqI6r1/t1mUMGgwSRIWYrBIIhZilOqejA2dBkydJmoXlvZJxg6l6N5Yq0cS9gO0ImanJGEhBos8UUKMYt27NmmzA4DahaWwHZbmvc6WtG9Sv+ZnfHgiC74zgcWm8h5J2NBqQjkUMZKEhRg08lQJMcotnjeT3QcOszPrAIlvZNAW30JjZjUAlx14iU3Z2wCI/vhPhC9cQvnKE4QfjMOvOAhDu3MkrmcefUiSsBCDRKqmhbgE/OSe27j/7psxaAPGJh+itybjXxKEb5A/aVNnEx4Tz6TMCWB0EPvxOMy1FhwBnYRHBPP6s49j8TV7+yMIMWrJn7hCXCIWzXVWU//5lXWULjtBR0A7oQdimGxfDIAtzErlrCJs0VZitidLdbQQQ0SeMCEuIb2Tcf28ClpSG4jZkkzF1YWAtI4WYqjJUybEJaZ3Mu5OkrAQQ0+eNCEuQd2TcdUMZzcmScJCeIc8bUJcotzJ+E8vvQYOJAkL4SXSalqIS9iiuTP51rUrAJnKUAhvUbq/eUiHkdmzZ+usrCxvhyGEEEKcN6XUHq317N7LpUQshBBCeJEkYiGEEMKLJBELIYQQXiSJWAghhPAiScRCCCGEFw1JIlZK+SulHlZKZSulrEqpWqXU50qpG4fi/EIIIcRwNeidBpVSYcAnQBrwMvAEEABMAJIH+/xCCCHEcDYUvfefAlKBeVrrI0NwPiGEEGLEGNSqaaXUWOAm4Hmt9RGllFEpFTiY5xRCCCFGksF+R7zKdY4jSqlXgVagSSlVrJS6f5DPLYQQQgx7g101neH6/jugGrgXsLm+P6GUCtVaP+JpR6XUPcA9AElJSYMcphBCCOEdAxprWikVCvzoHI77lNa6Vin1AnAX0ACkaK1rXMfzAY4AiUC81rruTAeTsaaFEEKMdP2NNT3QEnEo4LHk2o+1QC1gdf38rjsJA2itO5RS64CHgfnAxnM4thBCCDFqDCgRa60LAXUexy92fS/3sK7M9T3sPI4rhBBCjAqD3Vhrt+t7ood17mWVgxyDEEIIMWwNdiLeBpwErldKJbgXKqUCgNuAeuDzQY5BCCGEGLYGtdW01tqulPousAH4XCn1LM5W03cAY4C7tNYtgxmDEEIIMZwN+shaWuuNSqkrcTb2+hlgBPYBq7XWGwb7/EIIIcRwNqDuS96mlKrCWcXdn0ic/ZTFaXJNPJPr4plcF8/kungm18Wzs12XZK11VO+FIyIRn41SKstT36xLmVwTz+S6eCbXxTO5Lp7JdfHsfK+LzEcshBBCeJEkYiGEEMKLRksifs7bAQxDck08k+vimVwXz+S6eCbXxbPzui6j4h2xEEIIMVKNlhKxEEIIMSJJIhZCCCG8SBKxEEII4UWjMhErpfyVUg8rpbKVUlalVK1S6nOl1I3ejm04UEoZXNdDK6Xe9XY83qKUSlBKPaSU+lQpVaaUanHdM39QSkV4O77B5roP7ldK5Sql2pRSp5RSf3SNBX9JUkqlK6V+qZT6QilVpZRqUkrtV0r97FK+Lr25fscWuH6HPO3teLxJKRWulPovpdRx13NUpZTaopRaNNBjDPoQl0NNKRUGfAKkAS8DTwABwAQg2YuhDSffA6Z4O4hh4HrgUeA94A9AEzAX+BHwL0qpuVprT1N4jhZ/An4AvA38Eecz8gNghlJqudba4c3gvORO4N+B9cBrQAdwBfBr4JtKqflaa+sZ9r9U/BLnKFKXNKVUMrAVCAReBI4CIcBUIKH/PXvRWo+qL+BVoBGY6O1YhuMXzuknG4EfAxp419sxefFaTAJiPSy/23Vt/svbMQ7yZ3cA/+i1/Puuz36Tt2P00nWZDYR4WP5r13W5z9sxevsLmAl0dvsd8rS3Y/LitfgMOAXEXchxRlXVtFJqLHAT8LzW+ohSyqiUCvRyWMPN00A+8GdvB+JtWuts7bnE+4br++ShjGeIfRtQwJO9lj8PtAK3DHVAw4HWOktr3eBh1aVwT5yVUsqI8x7ZBLzl5XC8Sim1GFgI/F5rXaaU8lFK+Z/PsUZVIgZW4fxMR5RSr+L8hdKklCpWSt3v3dC8Tyn1dWA1cK/W2u7teIaxRNf3Cq9GMbjm4CwR7+6+UGvdBux3rRenXQr3xEDcD2QC93k7kGHgGtf3IqXUBsAKtCiljiqlzukP2dGWiDNc338HzALuxfmXfQHwhFLqF94KzNuUUiHAU8DftNZfeDueYc59n7zi1SgGVzxQrbVu97CuBIhUSpmHOKZhyVUKfBhndew6L4fjNUqpcTifjV9qrQu9HM5w4M43zwPhwO3AXYANeFUpdcdADzQsG2sppUJxNpgZqKe01rVAkOtnM7BIa13jOt7/AkeAB5VST2qt6y5iuEPmAq4LwO9x/uH10EUOy+su8Lr0PtYDwDeA57TWmy88umHLH/CUhAHaum1jG5pwhrUngfnAT7XWeV6OxZv+iqtQ4+1Ahgl3vmkCrtBa2wCUUm/jfP33W6XUK3oAjR6HZSIGQoFHzmH7tUAtzqoBcDZAqnGv1Fp3KKXW4fyrdj6w8SLFOdRCOY/ropRaCHwHuFVrXT8IcXlbKOd3v/SglLobZ+vp9xj9VW+tQHQ/6yzdtrmkKaV+hfNeeE5r/Ttvx+MtrqrWFcBirXWHt+MZJtz55u/uJAygta5TSq0HbsNZas4524GGZSJ2VXuo89i12PXdUwOcMtf3sPOJaTi4gOvyDHAA2KWUSu21zt+1rF5rPSIn+r6A69JFKXUnzgHbPwS+dgn8sikFJiqlfD1UTyfgrLa+pEvDSqlHgf/E2Q3yXu9G4z1KKV+cpeD3gfJuv0Pc3XNCXMuqR+kf+v25aPlmtL0jdjc8SfSwzr2scohiGU6SgenAsV5f4OwjeQxnf9pLkutdzvPAx8AN/bw3HW2+xPn8z+2+UCllwXmvZHkhpmFDKfUIzlqWNcDd2tVX5RLlB0QB19Lz98dW1/pbXD/f7Y3gvOii5ZtRNfuSq1HFCZw3TbrWusS1PABn9UAQkKi1bvFelENPKbUa53vz3t4E9gCPAce11vuHMq7hQCn1rzg74m8BrteXyGANSqkpOGtJ3tZaf63b8u/jbNR3q9Z6rbfi8yal1MM4GyW9CvzrQN7xjWZKKR/gKx5WRQHP4uzK9CJwUGt9dChj8ybX4FEncY7LkKm1bnYtj8P5h0mp1jp9QMcaTYkYQCl1NbABZ9Xbszgbm9yBs//fXVrrl7wY3rCilNLAe1rr67wdize4/kB5G+eD9CCn3/m4NWut3xnquIaKUuovON9/vo2z2tE9stYOYNmlmICUUv+Os699EfBznF28uqvQWn805IENQ65xGwqAZ7TWo71NhUdKqXuAvwHZwEs4CzzfBeKA67TWHw7kOMPyHfGF0FpvVEpdibNa6WeAEdgHrNZab/BqcGK4mYmzejYUzxN6nwTeGcJ4htqPgELgHpzVjtXAX4CHL8Uk7OLuP52E5+5rnwKSiAUAWuvnlFLVOP+Q/xXOP9w+xzky3Y6BHmfUlYiFEEKIkWS0NdYSQgghRhRJxEIIIYQXSSIWQgghvEgSsRBCCOFFo67VtBg8e/bsyTQYDD/XWl+ntQ72djxCiDPSBoOh2OFwPDRr1qzXvB2M6J+0mhYD4krCX8TGxgaHh4crs9mMUhc0qqQQYhBprWlubub48eNWh8Mxf9asWQe9HZPwTKqmxYAYDIafx8bGBsfFxSlfX19JwkIMc0opgoKCiI+Pt9TX1/9z9erVU70dk/BMErEYEK31deHh4ZJ9hRhhwsLCVFBQUBzwwOrVqyd4Ox7RlyRiMSBa62CzWeaJF2Kk8fHxwWAw+OKcN3eFt+MRfUkiFgMm1dFCjDxKKfezWw9M9G40whNJxGJYqG6v5Z59D1LdXuvtUMQwVdZqZ8n6aspb7d4OZaSyAz7eDkL0JYlYDAsvFK5jf0M2L578u7dDEcPUr/Y0sb3cxq/2Nnk7FCEuKknEwuuq22t5t+JjNJoN5R9JqVj0UdZq5+WjrTiAl/NapVQsRhVJxMLrXihch8M1655DO6RULPr41Z4mHK4hD+waKRWLUUUSsfAqd2m4Q3cC0KE7pVQsenCXhm2uGZJtDikVi9FFErHwqu6lYTcpFV+YpqbRVVrsXhp2uxRKxR0dHbS1tXk7DDEEJBELr+ldGnYbDqVim83G73//e6ZPn46/vz8hISHMnj2bp59+usd2hYWF3HrrrcTExODr60tKSgo//elPaW1t7drmr3/9K0op1q9f3+c8DoeDxMREpk+f3mN5VlYWN954I5GRkfj6+pKRkcFvfvMbOjt7XqulS5cyduxY8vPz+frXv054eDjBwaNnGPDepWE3b5eKL+b9AfDoo4+ilCI7O5sf//jHJCYmYrFY+OKLLwBob2/nt7/9LZMmTcJisRAaGsr111/Pvn37huwzi8Ejkz4Ir/FUGnZzl4r/I/3fhzgq5y/ZlStXsnXrVlasWMEtt9yCxWLh0KFDvPXWW9x3330AnDx5krlz59LQ0MB3v/td0tPT2bp1K7/73e/YsWMHn3zyCSaTiW9961vcf//9rFmzhtWrV/c41yeffEJJSQkPPPBA17L333+fG2+8kdTUVB544AHCw8P5/PPPefjhh9m/fz9vvvlmj2M0NzezZMkSFixYwG9+8xsqKysH/yINEU+lYTd3qfiZhaFDGtPFvj+6u/nmm/Hz8+OBBx5AKUVcXBwdHR2sWrWKnTt3cuutt3LffffR0NDA888/z4IFC9i2bRuzZ88e0msgLjKttXzJ11m/srKy9MVU1VajF3z6FT17y9X9fi349Cu6qq3mop53IB5//HEN6IceeqjPOrvd3vX/N910kwb0e++912Obn/zkJxrQL7zwQteyr3/969rX11fX1tb22PaWW27RJpNJl5eXa621tlqtOiYmRi9atEh3dHT02PaJJ57QgN6yZUvXsiVLlmhA/+xnPzvvzztclbZ0assLJZq/9f/l90KJLmvpHNK4BuP+eOSRRzSglyxZ0u+/+6ZNm3osb2ho0GPGjNFLliw5a8xZWVn6+uuv/8X111//kh4Gv0/kq+eXVE0LrzhTadjNW++KX3vtNcLCwnj44Yf7rDMYnI+Mw+Fg/fr1zJgxg2uuuabHNg899BAGg4G33367a9ntt99Oe3s7b7zxRtey5uZm3n77bVatWkVMTAwAH330ERUVFdxxxx3U19dTXV3d9eU+z4cfftgnrp/85CcX/sGHmTOVht288a54MO4Ptx/96Ed9Sslr164lMzOTWbNm9bgfbDYbV111Fdu3b8dqtV7ETyiGmlRNiyHX37vh3tzviu9K/jaRvuFDFB0cO3aM6dOnY7FY+t2mqqqK5uZmJk2a1GddeHg4cXFx5Ofndy1btWoV0dHRrFmzhnvvvReAf/zjH7S0tHD77bd3bZeTkwPAnXfe2e+5KyoqevwcFRVFaGjogD7bSNHfu+He3O+Kfz4ziFh/45DENhj3h1t6enqfZTk5OVitVqKiovo9X3V1NWPGjBngJxDDjSRiMeQGUhp289a74rONq631uc3jbTKZuOmmm3jyySc5fvw4qamprFmzhrCwMK6//vo+x/3DH/7QpwGXW3x8fI+f/f39zymWkWAgpWE3b7wrvtj3h5unf0utNVOmTOGJJ57od78zJWkx/EkiFkNqoKVhN2+UitPT08nJyaG9vR1fX1+P20RHRxMUFER2dnafdXV1dZSVlfVJpLfffjtPPvkka9as4Z577mHr1q3cc889Pc6RlpYGQEBAAMuXL794H2oEGWhp2G2oS8WDdX/0Jy0tjaqqKpYtW9ZV9S1GF/lXFUPqXErDbkP9rvjmm2+mrq6OX//6133WuUs6BoOhq/vIpk2bemzz2GOP4XA4uPHGG3ssnz59OlOnTmXt2rWsWbMGh8PRo1oaYOXKlURHR/PYY49RW9u3+5bVah11/YR7O5fSsNtQviserPujP7fddhvl5eX9loh7v6oQI4863yoUcWnZs2ePnjVr1gUdo7q9lht23Um7w3bO+/oazLwz76UhKRXbbDaWL1/OZ599xsqVK1mxYgUWi4Xs7Gzy8vL4+OOPAWf3lDlz5tDY2Mj3vvc9UlNT2bZtG2+88QaLFy/22D3liSee4IEHHiA4OJjY2Fjy8vL6nP+DDz7ghhtuIDAwkDvvvJPU1FTq6+vJzc3lrbfe4u2332bp0qWAsx9xYWEhhYWFg31ZhkRZq53xf6+g7Ty6B/sZIf/bMYNeKh6M++PRRx/lF7/4BQUFBYwdO7bH+To6Orjuuuv48MMPufrqq1m2bBnBwcEUFRXxySefYLFY2LJlyxlj3rNnD7/4xS9+CYxZv359/w0QhFdI1bQYMudTGnYbynfFZrOZDz/8kD/+8Y+sW7eOn/70p1gsFtLS0rjjjju6tktOTmbXrl08/PDDrF27lvr6ehITE3nooYf4z//8zz5JGJylqf/4j/+gsbGRBx980OP5V65cyZdffsljjz3G2rVrqaqqIiwsjJSUFH784x8zderUQfvs3nY+pWG3oXpXPJj3hyc+Pj689957PPvss7z66qs88sgjgLOtwNy5c/vUqoiRR0rEYkAutER8IaVht6EsFYuhdyGlYbehKhWPNFIiHt7kHbEYEhdSGnaTMahHtwspDbtdCmNQi9FHErEYEocacwfcUro/HbqTgw05FykiMdx8XmkbcEvp/tgcsLPi/GtdhPAGeUcshsRrc54++0bikrbva9HeDkEIr5ASsRBCCOFFkoiFEEIIL5JELIQQQniRJGIxYNLVTYiRxz3Vnhi+JBGLAVFKNdps0hpViJGmo6MDh8PR5u04RP8kEYsBUUq9W1NTI39WCzHC1NXV6aampgpAARcwXIoYLJKIxYA4HI5flZWVNZeWlur29nap6hJimNNa09TURHFxsX3jxo0bgWDgpLfjEn1JP2IxILNmzcrdsWPH/KysrP+NjY1NNxqNPt6OSQjRP601HR0dDbt27frk6NGjtcAY4A1vxyX6krGmxTlZvXp1JPBdYBxwgeMgCSGGgAI6gQ3Ae+vXr5df+sOMJGJxzlavXq2ASCAUeb0hxHBnA0rXr1/f7u1AhGeSiIUQQggvktKMEEII4UWSiIUQQggvkkQshBBCeNH/B4rfhBYLwn7AAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "sec.view()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 截面特性"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "其中 rho_rebar 是配筋率"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'area': 44.00000000000001,\n",
       " 'center': (-3.5325278056254974e-17, 5.551115123125782e-17),\n",
       " 'Iy': 242.27385061269493,\n",
       " 'Iz': 242.2776300098423,\n",
       " 'ry': 2.3465344398838996,\n",
       " 'rz': 2.3465527424183246,\n",
       " 'Ip': 484.55148062253727,\n",
       " 'Iyz': -51.9984892769276,\n",
       " 'rho_rebar': 0.020791631380121533}"
      ]
     },
     "execution_count": 66,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sec_props, fiber_centers, fiber_areas = sec.sec_props()\n",
    "sec_props"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 直接生成OpenSeesPy命令流"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "在定义完材料模型后可以调用 opspy_cmds() 函数内部生成命令流。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 建立材料模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [],
   "source": [
    "import openseespy.opensees as ops\n",
    "\n",
    "# 定义opensees模型中的材料，依次为保护层，核心区混凝土，以及钢筋\n",
    "ops.wipe()\n",
    "ops.model('basic', '-ndm', 3, '-ndf', 6)\n",
    "\n",
    "# 混凝土材料，采用Cncrete01模型，如不确定下面不用改\n",
    "vc = 0.2  # 混凝土泊松比\n",
    "fc = -20.1E3  # 混凝土峰值强度\n",
    "ec = -2.E-3  # 混凝土峰值应变\n",
    "fcu = -16.5E3  # 混凝土极限强度\n",
    "ecu = -4.E-3  # 混凝土极限应变\n",
    "Ec = 2 * fc / ec  # 弹性模量\n",
    "Gc = Ec / (2 * (1 + vc)) # 剪切模量\n",
    "\n",
    "# ft40 = 2.39E+3       # 不考虑受拉强度\n",
    "# et40 = 100.E-6\n",
    "fccore = -26.8E3  # 约束混凝土峰值强度\n",
    "eccore = -5.3E-3  # 约束混凝土峰值应变\n",
    "fcucore = -23.  # 约束混凝土极限强度\n",
    "ecucore = -0.0157  # 约束混凝土极限应变\n",
    "\n",
    "# 钢筋材料 （Steel01 Material. ）\n",
    "Fys = 300.E3  # 屈服应力\n",
    "Es = 2.0E8  # 钢筋弹性模量\n",
    "bs = 0.01  # 刚度硬化比\n",
    "matTagC = 1\n",
    "matTagCCore = 2\n",
    "matTagSteel = 3\n",
    "ops.uniaxialMaterial('Concrete01', matTagC, fc, ec, fcu, ecu)\n",
    "ops.uniaxialMaterial('Concrete01', matTagCCore,\n",
    "                    fccore, eccore, fcucore, ecucore)\n",
    "ops.uniaxialMaterial('Steel01', matTagSteel, Fys, Es, bs)\n",
    "# 建立节点\n",
    "ops.node(1, 0.0, 0.0, 0.0)\n",
    "ops.node(2, 0.0, 0.0, 0.0)\n",
    "ops.fix(1, *([1]*6))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 自动生成OpenSeesPy命令流"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "secTag 是定义的截面号，由于本程序暂不能计算扭转常数J，需要你手动输入，如果你的分析对扭转不重要，可以设一个大值忽略它。\n",
    "前面我们在生成各种网格对象时，已经输入了材料号，我们这里就不再输入了。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [],
   "source": [
    "sec.opspy_cmds(secTag=1, GJ=1000000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "我们利用以前写的从opspy内部截获纤维的函数来可视化验证一下我们的截面程序对不对。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.collections\n",
    "import matplotlib.pyplot as plt\n",
    "import openseespy.opensees as ops\n",
    "\n",
    "\n",
    "def ops_sec_vis(ele_tag, sec_num=1, rebar_d=None, color=None):\n",
    "    \"\"\"\n",
    "    ele_tag: 要显示截面的所属单元号；\n",
    "    sec_num: 显示单元上的哪个积分点截面，从i段到j段从1开始编号；\n",
    "    rebar_d: 钢筋直径，若想突出显示钢筋，请传入一个标量或列表等，列表则表示有多种钢筋直径。\n",
    "    color: 显示颜色，默认为渐变颜色，其值按与截面中心点的距离变化。\n",
    "    \"\"\"\n",
    "    # 利用eleResponse()命令提取出纤维数据\n",
    "    FiberData = ops.eleResponse(ele_tag, 'section', 'fiberData', sec_num)\n",
    "    # FiberData从第1列至第5列分别为：\"yCoord\", \"zCoord\", \"area\", \"stress\", \"strain\"\n",
    "    FiberData = np.array(FiberData).reshape((-1, 5))   # 变形为5列数组\n",
    "    ylocs, zlocs, areas = FiberData[:, 0], FiberData[:, 1], FiberData[:, 2]\n",
    "    # 如下提取出边界与坐标中心\n",
    "    ymin, ymax = np.min(ylocs), np.max(ylocs)\n",
    "    zmin, zmax = np.min(zlocs), np.max(zlocs)\n",
    "    ymean, zmean = np.mean(ylocs), np.mean(zlocs)\n",
    "    \n",
    "    # matplotlib 绘图\n",
    "    plt.style.use('fivethirtyeight')\n",
    "    # plt.style.use('ggplot')\n",
    "    fig, ax = plt.subplots(figsize=(8, 8))\n",
    "    patches = [plt.Circle((yloc, zloc), np.sqrt(area / np.pi))\n",
    "            for yloc, zloc, area in zip(ylocs, zlocs, areas)]\n",
    "    coll = matplotlib.collections.PatchCollection(patches, alpha=0.75)\n",
    "    if color is None:\n",
    "        colors = (ylocs - ymean)**2 + (zlocs - zmean)**2\n",
    "        coll.set_array(colors)\n",
    "    else:\n",
    "        coll.set_color(color)\n",
    "    ax.add_collection(coll)\n",
    "    \n",
    "    # 如果包含钢筋\n",
    "    if rebar_d is not None:\n",
    "        rebar_d = np.atleast_1d(rebar_d)\n",
    "        for d in rebar_d:\n",
    "            rebar_area = np.pi * d ** 2 / 4\n",
    "            idx = np.argwhere(np.abs(areas - rebar_area) < 1e-6)\n",
    "            rebar_ys = ylocs[idx]\n",
    "            rebar_zs = zlocs[idx]\n",
    "            rebar_areas = areas[idx]\n",
    "            patches_rebar = [plt.Circle((yloc, zloc), np.sqrt(area / np.pi))\n",
    "                    for yloc, zloc, area in zip(rebar_ys, rebar_zs, rebar_areas)]\n",
    "            coll_rebar = matplotlib.collections.PatchCollection(patches_rebar, color='black', alpha=1)\n",
    "            ax.add_collection(coll_rebar)\n",
    "    ax.set_aspect('equal')\n",
    "    ax.set_xlim(ymin * 1.2, ymax * 1.2)\n",
    "    ax.set_ylim(zmin * 1.2, zmax * 1.2)\n",
    "    ax.set_xlabel('y', fontsize=20)\n",
    "    ax.set_ylabel('z', fontsize=20)\n",
    "    plt.xticks(fontsize=12)\n",
    "    plt.yticks(fontsize=12)\n",
    "    plt.show();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ops_sec_vis 必须在单元定义后才可使用\n",
    "# 定义单元，单元号1\n",
    "ops.element('zeroLengthSection', 1, 1, 2, 1)\n",
    "ops_sec_vis(ele_tag=1, rebar_d=dia)  # 可视化"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "看来我们的程序是正确的。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 输出到文件"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "你可能需要tcl版本的，完全没问题，输出到tcl文件，当然也可以是py文件。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [],
   "source": [
    "sec.to_file(output_path='yan.tcl', secTag=1, GJ=1000000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "看一下截图"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "111"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 总结"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "这些接口虽然简单，但是原则上可以灵活组合生成任意的截面。当前仍然有很多不足，譬如截面扭转常数计算方法比较复杂，我还没想好如何计算，看看后面是否实现。\n",
    "谢谢关注。"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.9.12 ('base')",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.12"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "057aa8b9199f87116a61a8e0342658106c51fc2c5ee337449a10a3dbf0dc97d7"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
